Consider an individual whose utility function over income I .pdf
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Consider a closed economy with tarming and building sectors. The building sector consumes 20 percent of its own production, with the remainder going to the farming sector. The farming sector consumes 70 percent of its own production, with the remainder going to the building sector. In your answer below, keep the columns and rows in alphabetical order (building, then farming). The exchange matrix for this economy is E= Find the general solution of the closed Leontief equation ( EI)X=0 and enter it below. Recall that we did this by writing the system in augmented matrix form and using Gauss-Jordan elimination. If everything goes well, your solution should have one parameter, t. The general solution is X= If the farming sector's total production of goods this year is 70000 dollars, the building sector must produce dollars worth of goods to keep the economy in equilibrium..
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![Consider an individual whose utility function over income I is U(I), where U is increasing smoothly
in I and is concave (in other words, our basic assumptions throughout this chapter). Let IS = 0 be
this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his probability of
being sick, let E[I] be expected income, and let E[U] be his expected utility when he has no
insurance.
a Write down algebraic expressions for both E[I] and E[U] in terms of the other parameters of the
model.
b Consider a full insurance product that guarantees this individual E[I]. Create a diagram in UI
space. Draw the individuals utility curve and the lines represent- ing IS, IH , and E[I]. Then draw
and label a line segment that corresponds to the utility gain, U, from buying this insurance product.
Draw and label another line segment, M, which corresponds to the consumer surplus from the
purchase of insurance (that is, the monetary value of the utility gain from buying insurance).
c Derive an algebraic expression for M. [Hint: you may assume that U is invertible and its inverse
is U1].
d Draw a graph plotting how M changes as p (the probability of being sick) varies between 0 and
1. [Hint: draw a coordinate plane with p on the x-axis and M on the y-axis.] Describe intuitively why
this graph has the shape that it does.](https://image.slidesharecdn.com/consideranindividualwhoseutilityfunctionoverincomei-230319102247-819b2a26/85/Consider-an-individual-whose-utility-function-over-income-I-pdf-1-320.jpg)
Recommended
Consider an individual whose utility function over income .pdf
, Consider an individual whose utility function over income I is U(I), where U is increasing smoothly
in I and is concave (in other words, our basic assumptions throughout this chapter). Let IS = 0 be
this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his probability of
being sick, let E[I] be expected income, and let E[U] be his expected utility when he has no
insurance. a Write down algebraic expressions for both E[I] and E[U] in terms of the other
parameters of the model. b Consider a full insurance product that guarantees this individual E[I].
Create a diagram in UI space. Draw the individuals utility curve and the lines represent- ing IS, IH ,
and E[I]. Then draw and label a line segment that corresponds to the utility gain, U, from buying
this insurance product. Draw and label another line segment, M, which corresponds to the
consumer surplus from the purchase of insurance (that is, the monetary value of the utility gain
from buying insurance). c Derive an algeb.
Consider an individual whose utility function over income .pdf
, Consider an individual whose utility function over income I is U(I), where U is increasing smoothly
in I and is concave (in other words, our basic assumptions throughout this chapter). Let IS = 0 be
this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his probability of
being sick, let E[I] be expected income, and let E[U] be his expected utility when he has no
insurance. a Write down algebraic expressions for both E[I] and E[U] in terms of the other
parameters of the model. b Consider a full insurance product that guarantees this individual E[I].
Create a diagram in UI space. Draw the individuals utility curve and the lines represent- ing IS, IH ,
and E[I]. Then draw and label a line segment that corresponds to the utility gain, U, from buying
this insurance product. Draw and label another line segment, M, which corresponds to the
consumer surplus from the purchase of insurance (that is, the monetary value of the utility gain
from buying insurance). c Derive an algeb.
13 Consider an individual whose utility function over income.pdf
13 Consider an individual whose utility function over income I is U(I), where U is increasing
smoothly in I and is concave (in other words, our basic assumptions throughout this chapter). Let
IS = 0 be this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his
probability of being sick, let E[I] be expected income, and let E[U] be his expected utility when he
has no insurance.
a) Write down algebraic expressions for both E[I] and E[U] in terms of the other parameters of the
model.
b) Consider a full insurance product that guarantees this individual E[I]. Create a diagram in UI
space. Draw the individuals utility curve and the lines representing IS, IH, and E[I]. Then draw and
label a line segment that corresponds to the utility gain, U, from buying this insurance product.
Draw and label another line segment, M, which corresponds to the consumer surplus from the
purchase of insurance (that is, the monetary value of the utility gain from buying insurance).
c) Derive an algebraic expression for M. [Hint: you may assume that U is invertible and its inverse
is U1].
d) Draw a graph plotting how M changes as p (the probability of being sick) varies between 0 and
1. [Hint: draw a coordinate plane with p on the x-axis and M on the y-axis.] Describe intuitively why
this graph has the shape that it does..
ChAPTER 7Demand for InsuranceBhattacharya, H.docx
ChAPTER 7
Demand for Insurance
Bhattacharya, Hyde and Tu – Health Economics
Why buy insurance?
Demand for insurance driven by the fear of the unknown
Hedge against risk -- the possibility of bad outcomes
Purchasing insurance means forfeiting income in good times to get money in bad times
If bad times avoided, then money lost
Ex: The individual who buys health insurance but never visits the hospital might have been better off spending that income elsewhere.
Bhattacharya, Hyde and Tu – Health Economics
Risk aversion
Hence, risk aversion drives demand for insurance
We can model risk aversion through utility from income U(I)
Utility increases with income: U(I) > 0
Marginal utility for income is declining: U(I) < 0
Bhattacharya, Hyde and Tu – Health Economics
Income and utility
Graphically,
Utility increasing with income U’(I) > 0
Marginal utility decreasing U’’(I) > 0
Bhattacharya, Hyde and Tu – Health Economics
Adding uncertainty to the model
An individual does not know whether she will become sick, but she knows the probability of sickness is p between 0 and 1
Probability of sickness is p
Probability of staying healthy is 1 - p
If she gets sick, medical bills and missed work will reduce her income
IS = income if she does get sick
IH > IS = income if she remains healthy
Bhattacharya, Hyde and Tu – Health Economics
Expected value
The expected value of a random variable X, E[X], is the sum of all the possible outcomes of X weighted by each outcome’s probability
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[X] = p1 x1 + p2 x2 + · · · + pn xn
In our individual’s case, the formula for expected value of income E[I]:
E[I] = p IS + (1- p) IH
Bhattacharya, Hyde and Tu – Health Economics
Example: expected value
Suppose we offer a starving graduate student a choice between two possible options, a lottery and a certain payout:
A: a lottery that awards $500 with probability 0.5 and $0 with probability 0.5.
B: a check for $250 with probability 1.
The expected value of both the lottery and the certain payout is $250:
E[I] = p IS + (1- p) IH
E[A] = .5(500) + .5(0) = $250
E[B] = 1(250) = $250
Bhattacharya, Hyde and Tu – Health Economics
People prefer certain outcomes
Studies find that most people prefer certain payouts over uncertain scenarios
If a student says he prefers uncertain option, what does that imply about his utility function?
To answer this question, we need to define expected utility for a lottery or uncertain outcome.
Bhattacharya, Hyde and Tu – Health Economics
Expected Utility
The expected utility from a random payout X E[U(X)] is the sum of the utility from each of the possible outcomes, weighted by each outcome’s probability.
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[U(X)] = p1 U(x1) + p2 U(x2) +.
ChAPTER 7Demand for InsuranceBhattacharya, H.docx
ChAPTER 7
Demand for Insurance
Bhattacharya, Hyde and Tu – Health Economics
Why buy insurance?
Demand for insurance driven by the fear of the unknown
Hedge against risk -- the possibility of bad outcomes
Purchasing insurance means forfeiting income in good times to get money in bad times
If bad times avoided, then money lost
Ex: The individual who buys health insurance but never visits the hospital might have been better off spending that income elsewhere.
Bhattacharya, Hyde and Tu – Health Economics
Risk aversion
Hence, risk aversion drives demand for insurance
We can model risk aversion through utility from income U(I)
Utility increases with income: U(I) > 0
Marginal utility for income is declining: U(I) < 0
Bhattacharya, Hyde and Tu – Health Economics
Income and utility
Graphically,
Utility increasing with income U’(I) > 0
Marginal utility decreasing U’’(I) > 0
Bhattacharya, Hyde and Tu – Health Economics
Adding uncertainty to the model
An individual does not know whether she will become sick, but she knows the probability of sickness is p between 0 and 1
Probability of sickness is p
Probability of staying healthy is 1 - p
If she gets sick, medical bills and missed work will reduce her income
IS = income if she does get sick
IH > IS = income if she remains healthy
Bhattacharya, Hyde and Tu – Health Economics
Expected value
The expected value of a random variable X, E[X], is the sum of all the possible outcomes of X weighted by each outcome’s probability
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[X] = p1 x1 + p2 x2 + · · · + pn xn
In our individual’s case, the formula for expected value of income E[I]:
E[I] = p IS + (1- p) IH
Bhattacharya, Hyde and Tu – Health Economics
Example: expected value
Suppose we offer a starving graduate student a choice between two possible options, a lottery and a certain payout:
A: a lottery that awards $500 with probability 0.5 and $0 with probability 0.5.
B: a check for $250 with probability 1.
The expected value of both the lottery and the certain payout is $250:
E[I] = p IS + (1- p) IH
E[A] = .5(500) + .5(0) = $250
E[B] = 1(250) = $250
Bhattacharya, Hyde and Tu – Health Economics
People prefer certain outcomes
Studies find that most people prefer certain payouts over uncertain scenarios
If a student says he prefers uncertain option, what does that imply about his utility function?
To answer this question, we need to define expected utility for a lottery or uncertain outcome.
Bhattacharya, Hyde and Tu – Health Economics
Expected Utility
The expected utility from a random payout X E[U(X)] is the sum of the utility from each of the possible outcomes, weighted by each outcome’s probability.
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[U(X)] = p1 U(x1) + p2 U(x2) + ...
Q5 Let D be a database that contains the following four tra.pdf
Please help me fix my C code to match the instructions for the following problem:
Implement the Roller Coaster problem in C (not C++) ensuring the constraints are met and critical
sections are properly protected. The program must compile and execute under Ubuntu 22.04 LTS.
The Roller Coaster scenario is a concurrent programming problem that can be solved using
semaphores1 and is summarized below. This code requires multi-threading, semaphores, and
possibly overcoming deadlocks.
Suppose there are n passenger threads and one roller coaster car thread. The car can hold at
most c passengers, where c < n. Each passenger would ride the roller coaster for a random
number of times, and the random number is in the range [0, i]. After each ride, the passenger will
wait for a random time in the range [0s, 10s] to brace themselves. After completing their
predetermined number of iterations, the passenger will exit the park (i.e., the thread terminates).
Upon deciding to ride a roller coaster, the passenger must wait for an open seat to ride the roller
coaster car. The car waits for passengers for a maximum of 2s. Upon completing 2s or reaching
the maximum capacity, the car goes around the track for 5s. The roller coaster shuts down (the
car thread exits) after all passengers exit the park.
You will create one thread for each user and one thread for the car. The car thread will allow
passenger boarding for 2s or until the car is full. Once the boarding closes, the car goes on a ride
for 5s, represented by a sleep function call. The pseudo code for the car thread can be found
below:
Each user thread will wait for a random time in the rage [0, 10s] and then attempt to board the car.
During the boarding process, the user checks to see if the car is boarding passengers. If the car is
not boarding, the user thread will have to wait until the car is boarding. If the car is boarding
passengers, the user can check to see if a seat is available. If the seat is available, the user can
take the seat. However, if the seat is unavailable, the user will have to wait in the queue until the
car finishes a loop and there are empty seats. The Pseudo code for the passenger thread can be
found on the next page.
Pseudo code for the car and passenger:
The total number of passengers, n, the number of passengers per car, c, and the upper bound on
the maximum number of iterations of a passenger, i, will be accepted as command line arguments.
The accepted arguments should meet the following constraints: c < n, n < 100, and i <= 20. All
values must be > 0.
Include Files:
In order to use threading functions and semaphores in C, you will need the below include files:
#include <stdio.h>
#include <stdlib.h>
#include <unistd.h>
#include <signal.h>
#include <pthread.h>
#include <semaphore.h>
#include <time.h>
#include <stdbool.h>
Compilation options: user the following compilation options:
gcc -Wall -g -pedantic -pthread -o roller roller.c
Example Output: the following are some execution .
PepsiCos financial statements are presented in Appendix B .pdf
On January 1, 2020, ABC Corp. purchased 30,000 shares of the voting common stock of XYZ,
Inc. During 2020, XYZ had the following information: Reported earnings $ 550,000 Paid dividends
$ 380,000 Common stock at $15 par value $1,500,000 Additional paid in capital - common stock $
680,000 ABC assumes that all of XYZ's undistributed earnings will be distributed as
dividends in future periods when the enacted tax rate will be 46% ABC's current enacted
income tax rate is: 40% Prepare a journal entry to reflect the change in deferred tax for ABC as of
12/31/2020. Show work..
pregunta Cul de los siguientes es un ejemplo de particin.pdf
PepsiCo's financial statements are presented in Appendix B. Click here to view Appendix B.
Financial statements of The Coca-Cola Company are presented in Appendix C. Click here to view
Appendix C. The complete annual reports of PepsiCo and Coca-Cola, including the notes to the
financial statements, are available at each company's respective website. Based on the
information contained in these financial statements, determine each of the following for each
company: (a1) The percentage increase (decrease) in (i) net sales and (ii) net income from 2017
to 2018. (Round answers to 1 decimal places, e.g. 15. Enter negative amounts using either a
negative sign preceding the number e.g. -15.2% or parentheses e.g. (15.2)%.)The percentage
increase in (i) total assets and (ii) total common stockholders' (shareholders') equity from 2017 to
2018. (Round answers to 1 decimal place, e.g. 15.2%. Enter negative amounts using either a
negative sign preceding the number e.g. - 15.2% or parentheses e.g. (15.2)%.)The basic earnings
per share and price-earnings ratio for 2018. (For both PepsiCo and Coca-Cola, use the basic
earnings per share.) Coca-Cola's common stock had a market price of $47.35 at the end of fiscal-
year 2018, and PepsiCo's common stock had a market price of $110.48. (Round basic earnings
per share to 2 decimal places, e.g. 15.25 and price-earning ratio to 1 decimal place, e.g.
15.2.)Specimen Financial Statements: Pepsico, Inc. PepsiCo, Inc. is a world leader in convenient
snacks, foods, and beverages. The following are - . * Consolidated Statement of Comprehensive
Income PepsiCo, Inc. and Subsidiaries Fiscal years ended December 29, 2018, December 30,
2017 and December 31,2016 (in millions) begin{tabular}{llllll} hline Net income & $12,5592018 &
$4,9082017 & $6,379 end{tabular} Other comprehensive income/(loss), net of taxes: See
accompanying notes to the consolidated financial statements. Consolidated Statement of Cash
Flows PepsiCo, Inc. and Subsidiaries Fiscal years ended December 29, 2018, December 30, 2017
and December 31,2016 (in millions) (continues)Investing Activities Short-term investments, by
original maturity: See accompanying notes to the consolidated financial statements.Consolidated
Balance Sheet PepsiCo, Inc. and Subsidiaries December 29, 2018 and December 30, 2017 (in
millions except per share amounts) ASSETS Current Assets LIABILITIES AND EQUITY Current
Liabilities Short-term debt obligations Accounts payable and other current liabilities Total Current
Liabilities Long-Term Debt Obligations Deferred Income Taxes Other Liabilities Total Liabilities
Commitments and contingencies Preferred Stock, no par value Repurchased Preferred Stock
PepsiCo Common Shareholders' Equity Common stock, par value 12/st per share (authorized
3,600 shares; issued, net of repurchased common stock at par value: 1,409 and 1,420 shares,
respectively) Capital in excess of par value Retained earnings Accumulated other comprehensive
loss Repurchased common .
Recommended
Consider an individual whose utility function over income .pdf
, Consider an individual whose utility function over income I is U(I), where U is increasing smoothly
in I and is concave (in other words, our basic assumptions throughout this chapter). Let IS = 0 be
this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his probability of
being sick, let E[I] be expected income, and let E[U] be his expected utility when he has no
insurance. a Write down algebraic expressions for both E[I] and E[U] in terms of the other
parameters of the model. b Consider a full insurance product that guarantees this individual E[I].
Create a diagram in UI space. Draw the individuals utility curve and the lines represent- ing IS, IH ,
and E[I]. Then draw and label a line segment that corresponds to the utility gain, U, from buying
this insurance product. Draw and label another line segment, M, which corresponds to the
consumer surplus from the purchase of insurance (that is, the monetary value of the utility gain
from buying insurance). c Derive an algeb.
Consider an individual whose utility function over income .pdf
, Consider an individual whose utility function over income I is U(I), where U is increasing smoothly
in I and is concave (in other words, our basic assumptions throughout this chapter). Let IS = 0 be
this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his probability of
being sick, let E[I] be expected income, and let E[U] be his expected utility when he has no
insurance. a Write down algebraic expressions for both E[I] and E[U] in terms of the other
parameters of the model. b Consider a full insurance product that guarantees this individual E[I].
Create a diagram in UI space. Draw the individuals utility curve and the lines represent- ing IS, IH ,
and E[I]. Then draw and label a line segment that corresponds to the utility gain, U, from buying
this insurance product. Draw and label another line segment, M, which corresponds to the
consumer surplus from the purchase of insurance (that is, the monetary value of the utility gain
from buying insurance). c Derive an algeb.
13 Consider an individual whose utility function over income.pdf
13 Consider an individual whose utility function over income I is U(I), where U is increasing
smoothly in I and is concave (in other words, our basic assumptions throughout this chapter). Let
IS = 0 be this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his
probability of being sick, let E[I] be expected income, and let E[U] be his expected utility when he
has no insurance.
a) Write down algebraic expressions for both E[I] and E[U] in terms of the other parameters of the
model.
b) Consider a full insurance product that guarantees this individual E[I]. Create a diagram in UI
space. Draw the individuals utility curve and the lines representing IS, IH, and E[I]. Then draw and
label a line segment that corresponds to the utility gain, U, from buying this insurance product.
Draw and label another line segment, M, which corresponds to the consumer surplus from the
purchase of insurance (that is, the monetary value of the utility gain from buying insurance).
c) Derive an algebraic expression for M. [Hint: you may assume that U is invertible and its inverse
is U1].
d) Draw a graph plotting how M changes as p (the probability of being sick) varies between 0 and
1. [Hint: draw a coordinate plane with p on the x-axis and M on the y-axis.] Describe intuitively why
this graph has the shape that it does..
ChAPTER 7Demand for InsuranceBhattacharya, H.docx
ChAPTER 7
Demand for Insurance
Bhattacharya, Hyde and Tu – Health Economics
Why buy insurance?
Demand for insurance driven by the fear of the unknown
Hedge against risk -- the possibility of bad outcomes
Purchasing insurance means forfeiting income in good times to get money in bad times
If bad times avoided, then money lost
Ex: The individual who buys health insurance but never visits the hospital might have been better off spending that income elsewhere.
Bhattacharya, Hyde and Tu – Health Economics
Risk aversion
Hence, risk aversion drives demand for insurance
We can model risk aversion through utility from income U(I)
Utility increases with income: U(I) > 0
Marginal utility for income is declining: U(I) < 0
Bhattacharya, Hyde and Tu – Health Economics
Income and utility
Graphically,
Utility increasing with income U’(I) > 0
Marginal utility decreasing U’’(I) > 0
Bhattacharya, Hyde and Tu – Health Economics
Adding uncertainty to the model
An individual does not know whether she will become sick, but she knows the probability of sickness is p between 0 and 1
Probability of sickness is p
Probability of staying healthy is 1 - p
If she gets sick, medical bills and missed work will reduce her income
IS = income if she does get sick
IH > IS = income if she remains healthy
Bhattacharya, Hyde and Tu – Health Economics
Expected value
The expected value of a random variable X, E[X], is the sum of all the possible outcomes of X weighted by each outcome’s probability
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[X] = p1 x1 + p2 x2 + · · · + pn xn
In our individual’s case, the formula for expected value of income E[I]:
E[I] = p IS + (1- p) IH
Bhattacharya, Hyde and Tu – Health Economics
Example: expected value
Suppose we offer a starving graduate student a choice between two possible options, a lottery and a certain payout:
A: a lottery that awards $500 with probability 0.5 and $0 with probability 0.5.
B: a check for $250 with probability 1.
The expected value of both the lottery and the certain payout is $250:
E[I] = p IS + (1- p) IH
E[A] = .5(500) + .5(0) = $250
E[B] = 1(250) = $250
Bhattacharya, Hyde and Tu – Health Economics
People prefer certain outcomes
Studies find that most people prefer certain payouts over uncertain scenarios
If a student says he prefers uncertain option, what does that imply about his utility function?
To answer this question, we need to define expected utility for a lottery or uncertain outcome.
Bhattacharya, Hyde and Tu – Health Economics
Expected Utility
The expected utility from a random payout X E[U(X)] is the sum of the utility from each of the possible outcomes, weighted by each outcome’s probability.
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[U(X)] = p1 U(x1) + p2 U(x2) +.
ChAPTER 7Demand for InsuranceBhattacharya, H.docx
ChAPTER 7
Demand for Insurance
Bhattacharya, Hyde and Tu – Health Economics
Why buy insurance?
Demand for insurance driven by the fear of the unknown
Hedge against risk -- the possibility of bad outcomes
Purchasing insurance means forfeiting income in good times to get money in bad times
If bad times avoided, then money lost
Ex: The individual who buys health insurance but never visits the hospital might have been better off spending that income elsewhere.
Bhattacharya, Hyde and Tu – Health Economics
Risk aversion
Hence, risk aversion drives demand for insurance
We can model risk aversion through utility from income U(I)
Utility increases with income: U(I) > 0
Marginal utility for income is declining: U(I) < 0
Bhattacharya, Hyde and Tu – Health Economics
Income and utility
Graphically,
Utility increasing with income U’(I) > 0
Marginal utility decreasing U’’(I) > 0
Bhattacharya, Hyde and Tu – Health Economics
Adding uncertainty to the model
An individual does not know whether she will become sick, but she knows the probability of sickness is p between 0 and 1
Probability of sickness is p
Probability of staying healthy is 1 - p
If she gets sick, medical bills and missed work will reduce her income
IS = income if she does get sick
IH > IS = income if she remains healthy
Bhattacharya, Hyde and Tu – Health Economics
Expected value
The expected value of a random variable X, E[X], is the sum of all the possible outcomes of X weighted by each outcome’s probability
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[X] = p1 x1 + p2 x2 + · · · + pn xn
In our individual’s case, the formula for expected value of income E[I]:
E[I] = p IS + (1- p) IH
Bhattacharya, Hyde and Tu – Health Economics
Example: expected value
Suppose we offer a starving graduate student a choice between two possible options, a lottery and a certain payout:
A: a lottery that awards $500 with probability 0.5 and $0 with probability 0.5.
B: a check for $250 with probability 1.
The expected value of both the lottery and the certain payout is $250:
E[I] = p IS + (1- p) IH
E[A] = .5(500) + .5(0) = $250
E[B] = 1(250) = $250
Bhattacharya, Hyde and Tu – Health Economics
People prefer certain outcomes
Studies find that most people prefer certain payouts over uncertain scenarios
If a student says he prefers uncertain option, what does that imply about his utility function?
To answer this question, we need to define expected utility for a lottery or uncertain outcome.
Bhattacharya, Hyde and Tu – Health Economics
Expected Utility
The expected utility from a random payout X E[U(X)] is the sum of the utility from each of the possible outcomes, weighted by each outcome’s probability.
If the outcomes are x1, x2, . . . , xn, and the probabilities for each outcome are p1, p2, . . . , pn respectively, then:
E[U(X)] = p1 U(x1) + p2 U(x2) + ...
Q5 Let D be a database that contains the following four tra.pdf
Please help me fix my C code to match the instructions for the following problem:
Implement the Roller Coaster problem in C (not C++) ensuring the constraints are met and critical
sections are properly protected. The program must compile and execute under Ubuntu 22.04 LTS.
The Roller Coaster scenario is a concurrent programming problem that can be solved using
semaphores1 and is summarized below. This code requires multi-threading, semaphores, and
possibly overcoming deadlocks.
Suppose there are n passenger threads and one roller coaster car thread. The car can hold at
most c passengers, where c < n. Each passenger would ride the roller coaster for a random
number of times, and the random number is in the range [0, i]. After each ride, the passenger will
wait for a random time in the range [0s, 10s] to brace themselves. After completing their
predetermined number of iterations, the passenger will exit the park (i.e., the thread terminates).
Upon deciding to ride a roller coaster, the passenger must wait for an open seat to ride the roller
coaster car. The car waits for passengers for a maximum of 2s. Upon completing 2s or reaching
the maximum capacity, the car goes around the track for 5s. The roller coaster shuts down (the
car thread exits) after all passengers exit the park.
You will create one thread for each user and one thread for the car. The car thread will allow
passenger boarding for 2s or until the car is full. Once the boarding closes, the car goes on a ride
for 5s, represented by a sleep function call. The pseudo code for the car thread can be found
below:
Each user thread will wait for a random time in the rage [0, 10s] and then attempt to board the car.
During the boarding process, the user checks to see if the car is boarding passengers. If the car is
not boarding, the user thread will have to wait until the car is boarding. If the car is boarding
passengers, the user can check to see if a seat is available. If the seat is available, the user can
take the seat. However, if the seat is unavailable, the user will have to wait in the queue until the
car finishes a loop and there are empty seats. The Pseudo code for the passenger thread can be
found on the next page.
Pseudo code for the car and passenger:
The total number of passengers, n, the number of passengers per car, c, and the upper bound on
the maximum number of iterations of a passenger, i, will be accepted as command line arguments.
The accepted arguments should meet the following constraints: c < n, n < 100, and i <= 20. All
values must be > 0.
Include Files:
In order to use threading functions and semaphores in C, you will need the below include files:
#include <stdio.h>
#include <stdlib.h>
#include <unistd.h>
#include <signal.h>
#include <pthread.h>
#include <semaphore.h>
#include <time.h>
#include <stdbool.h>
Compilation options: user the following compilation options:
gcc -Wall -g -pedantic -pthread -o roller roller.c
Example Output: the following are some execution .
PepsiCos financial statements are presented in Appendix B .pdf
On January 1, 2020, ABC Corp. purchased 30,000 shares of the voting common stock of XYZ,
Inc. During 2020, XYZ had the following information: Reported earnings $ 550,000 Paid dividends
$ 380,000 Common stock at $15 par value $1,500,000 Additional paid in capital - common stock $
680,000 ABC assumes that all of XYZ's undistributed earnings will be distributed as
dividends in future periods when the enacted tax rate will be 46% ABC's current enacted
income tax rate is: 40% Prepare a journal entry to reflect the change in deferred tax for ABC as of
12/31/2020. Show work..
pregunta Cul de los siguientes es un ejemplo de particin.pdf
PepsiCo's financial statements are presented in Appendix B. Click here to view Appendix B.
Financial statements of The Coca-Cola Company are presented in Appendix C. Click here to view
Appendix C. The complete annual reports of PepsiCo and Coca-Cola, including the notes to the
financial statements, are available at each company's respective website. Based on the
information contained in these financial statements, determine each of the following for each
company: (a1) The percentage increase (decrease) in (i) net sales and (ii) net income from 2017
to 2018. (Round answers to 1 decimal places, e.g. 15. Enter negative amounts using either a
negative sign preceding the number e.g. -15.2% or parentheses e.g. (15.2)%.)The percentage
increase in (i) total assets and (ii) total common stockholders' (shareholders') equity from 2017 to
2018. (Round answers to 1 decimal place, e.g. 15.2%. Enter negative amounts using either a
negative sign preceding the number e.g. - 15.2% or parentheses e.g. (15.2)%.)The basic earnings
per share and price-earnings ratio for 2018. (For both PepsiCo and Coca-Cola, use the basic
earnings per share.) Coca-Cola's common stock had a market price of $47.35 at the end of fiscal-
year 2018, and PepsiCo's common stock had a market price of $110.48. (Round basic earnings
per share to 2 decimal places, e.g. 15.25 and price-earning ratio to 1 decimal place, e.g.
15.2.)Specimen Financial Statements: Pepsico, Inc. PepsiCo, Inc. is a world leader in convenient
snacks, foods, and beverages. The following are - . * Consolidated Statement of Comprehensive
Income PepsiCo, Inc. and Subsidiaries Fiscal years ended December 29, 2018, December 30,
2017 and December 31,2016 (in millions) begin{tabular}{llllll} hline Net income & $12,5592018 &
$4,9082017 & $6,379 end{tabular} Other comprehensive income/(loss), net of taxes: See
accompanying notes to the consolidated financial statements. Consolidated Statement of Cash
Flows PepsiCo, Inc. and Subsidiaries Fiscal years ended December 29, 2018, December 30, 2017
and December 31,2016 (in millions) (continues)Investing Activities Short-term investments, by
original maturity: See accompanying notes to the consolidated financial statements.Consolidated
Balance Sheet PepsiCo, Inc. and Subsidiaries December 29, 2018 and December 30, 2017 (in
millions except per share amounts) ASSETS Current Assets LIABILITIES AND EQUITY Current
Liabilities Short-term debt obligations Accounts payable and other current liabilities Total Current
Liabilities Long-Term Debt Obligations Deferred Income Taxes Other Liabilities Total Liabilities
Commitments and contingencies Preferred Stock, no par value Repurchased Preferred Stock
PepsiCo Common Shareholders' Equity Common stock, par value 12/st per share (authorized
3,600 shares; issued, net of repurchased common stock at par value: 1,409 and 1,420 shares,
respectively) Capital in excess of par value Retained earnings Accumulated other comprehensive
loss Repurchased common .
In the Course Documents section of Blackboard you will find.pdf
II. 1. Omar earns a salary of $7,500 per month during the year. FICA taxes are 7.65% on the first
$117,000 of gross earnings. Federal unemployment insurance taxes are 6.2% of the first $7.000;
however, a credit is allowed equal to the state unemployment insurance taxces of 5.4% on the
$7,000. During the year, $25,600 was withheld for federal income taxes and $5,700 was withheld
for state income taxes. [4 Marks] Instructions (a) Prepare a journal entry summarizing the payment
of Omar total salary during the year. (b) Prepare a journal entry summarizing the employer payroil
tex expense on Omar's salsry for the year..
Part I describe the relationship between the midparent valu.pdf
Offshore mallarla uluslararas snrlar gemek, en ok,
vergiler ve tarifeler.
kalite.
birim maliyet.
rn iadeleri
vergiler ve tarifeler.
kalite.
birim maliyet.
rn iadeleri.
Otalationes.pdf
Nordstrom Inc. es una tienda por departamentos con sede en Seattle que rivaliza con Saks Fifth
Avenue, Neiman Marcus y Bloomingdale's. Nordstrom es miembro del Saln de la Fama de la lista
de las 100 mejores empresas para trabajar de la revista Fortune. Nordstrom es conocida por su
indumentaria de calidad, su entorno exclusivo y sus generosas recompensas para los empleados.
Sin embargo, Nordstrom es ms famoso por brindar un servicio al cliente que va ms all de las
normas de la industria minorista. Esta orientacin al servicio sirve como una forma de control, ya
que ayuda a los empleados a decidir cmo comportarse cuando se encuentran con situaciones
nuevas. Abundan las historias sobre el servicio de Nordstrom. Por ejemplo, segn una historia que
la compaa confirma desde hace mucho tiempo, en 1975 Nordstrom se mud a una nueva ubicacin
que anteriormente haba sido una tienda de neumticos. Un cliente trajo un juego de llantas a la
tienda para devolverlas. Sin una palabra sobre la confusin, se aceptaron los neumticos y se
reembols al cliente el precio de compra en su totalidad. En una historia diferente, un cliente se
prob varios pares de zapatos pero no pudo encontrar la combinacin correcta de talla y color.
Cuando estaba a punto de irse, el empleado llam a otras tiendas de Nordstrom, pero solo pudo
ubicar el par correcto en Macy's, un competidor cercano. El empleado hizo que Macy's enviara los
zapatos a la casa del cliente a expensas de Nordstrom. En una tercera historia, un cliente
describe cmo deambulaba por un Nordstrom de Portland, Oregn, en busca de un esmoquin de
Armani para la boda de su hija. El asociado de ventas tom sus medidas en caso de que
encontraran una. Al da siguiente, el cliente recibi una llamada telefnica informndole que el
esmoquin estaba disponible. Cuando se le presion, la asociada revel que usando sus conexiones
encontr uno en Nueva York, lo puso en un camin con destino a Chicago y envi a alguien a buscar
el camin en Chicago en una parada de descanso. Al da siguiente, envi el esmoquin a la direccin
del cliente, y el cliente descubri que el esmoquin ya haba sido modificado para sus medidas y
estaba listo para usar. Lo que es an ms impresionante de esta historia es que Nordstrom no
vende esmoquin Armani. Cmo persiste Nordstrom en la creacin de estas historias que sirven
como una forma de controlar y dirigir el comportamiento de los empleados? Si supuso que tienen
una gran cantidad de reglas y regulaciones diseadas para enfatizar la calidad en el servicio al
cliente, estara equivocado. De hecho, la empresa entrega a los empleados una tarjeta de 5
pulgadas por 7 pulgadas como manual del empleado. En un lado de la tarjeta, la empresa da la
bienvenida a los empleados a Nordstrom y afirma que su objetivo principal es brindar un
excelente servicio al cliente, y para esto solo tienen una regla. En el otro lado de la tarjeta, se
establece la regla nica: "Use el buen juicio en todas las situaciones". Al dejarlo en manos de los
asociados.
LO32 Identify the differences between transcription and tran.pdf
La rana arbustiva no tiene etapa de renacuajo y los huevos eclosionan directamente en ranitas.
La rana toro tiene una etapa de renacuajo a la que sigue la metamorfosis en una rana adulta. Es
razonable pensar que el desarrollo de estos huevos en ranitas o renacuajos es el mismo? En
otras palabras, piensas que las etapas de desarrollo y cambio embrionario seran las mismas
porque ambas especies son ranas o crees que seran diferentes de alguna manera debido a su
hbitat? Defiende tu respuesta..
Let agt0 be a constant and let X be a continuous random va.pdf
JVN, Inc. has the following balance sheet at the end of the year:
JVN owns $7,500 of material used on various client projects.
JVN owns office equipment totaling $80,550.
Clients owe $28,275 for completed projects.
JVN has a cash balance of $12,500.
JVN owes $35,000 to the bank.
JVN owes suppliers $19,450.
Calculate the firms total assets.
Calculate the firms total liabilities.
Calculate the firms net assets.
Calculate the firms debt to equity ratio..
Given the Hex Dump of MP3 data below what is the bitrate of.pdf
Function name: massVigenere
Inputs:
(M x N) Cell array of coded phrases
(M x N) Cell array of secret keys
Outputs:
(1 x K) Vec of chars representing the decoded phrase
Description:
In cryptography, there is a encryption algorithm called, "Vigenere Cipher". To create a cipher like
this, you first start with a phrase (e.x.: "Attack Now!") and then you have a secret key associated
with the phrase (e.x.: "woot"). From these two pieces of information, you can create an updated
key that would look like: "Wootwo Otw!". As you can see, you repeat the secret key's sequence
and have capital characters from the secret key associated with capital letters from the original
phrase. Lower case with lower. And then ignore punctuation. Once you have the updated key, you
before a ceasar shift.
E.x.: char(updatedKey - originalPhrase) => 'Whhtyy Bhs!' When performing a shift like this, think of
'A' starting at 0.
'W' - 'A' = 'W';
'h' - 't' = 'o' (notice that there is potential to loop back around the alphabet)
and so on...
This is a single instance of encoding a vigenere cipher. For this question, you will be given a cell
array of several different
phrases with several different keys were cellArrayCodedPhrases(i,j) is the phrase associated with
the key cellArrayKeys(i,j).
Once you decode all of the phrases, you might have an array like:
{'This ' 'is' }
{' an' ' example.'}
Going from left to right, top to bottom, concat the phrases together to get a final decoded phrase:
'This is an example' which will be your output.
Examples:
cellArrayCodedPhrases = [{'Pvwl'} {' ez' };
{' kn '} {'slfadqs.'}]
cellArrayKeys = [{'woot' } {'wham'};
{'kapow'} {'oof' }]
output = massVigenere(cellArrayCodedPhrases,cellArrayKeys)
% output = 'This is an example.'
cellArrayCodedPhrases = [{'Whhtyy '} {'Jck!'}]
cellArrayKeys = [{'woot'} {'woot'}]
output = massVigenere(cellArrayCodedPhrases,cellArrayKeys)
% >> output = 'Attack Now!'
cellArrayCodedPhrases = {'Whhtyy Bhs!'}
cellArrayKeys = {'woot'}
output = massVigenere(cellArrayCodedPhrases,cellArrayKeys)
% >> output = 'Attack Now!'
Function name: massVigenere Inputs: - (M x N) Cell array of coded phrases - (MN) Cell array of
secret keys Outputs: - (1 K) Vec of chars representing the decoded phrase Description: In
cryptography, there is a encryption algorithm called, "Vigenere Cipher". To create a cipher like
this, you first start with a phrase (e.x.: "Attack Now!") and then you have a secret key associated
with the phrase (e.x.: "woot"). From these two pieces of information, you can create an updated
key that would look like: "Wootwo Otw!". As you can see, you repeat the secret key's sequence
and have capital characters from the secret key associated with capital letters from the original
phrase. Lower case with lower. And then ignore punctuation. Once you have the updated key, you
before a ceasar shift. E.x.: char(updatedKey - originalPhrase) 'Whhtyy Bhs!' When performing a
shift like this, think of 'A' starting at 0 . 'W' - 'A' = 'W'; ' .
Los investigadores dividieron a 100 ratones con una composi.pdf
Lancaster Company must make three adjusting entries on December 31, 201. a. Supplies used,
$11,000 (supplies totaling $18,000 were purchased on December 1,201, and debited to the
Supplles account) b. Expired insurance, $8,200; on December 1,201, the firm paid $49,200 for six
months insurance coverage in advance and debited Prepaid insurance for this amount. c.
Depreciation expense for equipment, $5,800. Required: Prepare the journal entries for these
adjustments and post the entries to the general ledger accounts. Complete this question by
entering your answers in the tabs below. Pont the entries to the general ledger accounts..
I figured out the answers to these Alteryx Questions just w.pdf
Her biri u be ders konusundan birinden, doal seilimin mkemmel uyum salamasnn beklenmedii iki
farkl evrim senaryosunu aklayn: poplasyon genetii, niceliksel zelliklerin evrimi, yaam yks evrimi,
akraba seilimi veya cinsel seilim (1). ki senaryonun her biri iin gerek bir rnek verin (1) ve hangi
evrimsel mekanizmalarn altn (2) ve kusurlu adaptasyonla sonulanacak ekilde nasl etkileime
girdiklerini aklayn (1). (Ayn konuda iki rnek kullanmayn.).
John and Lynn are equal partners in the Pony Partnership Th.pdf
Indicate whether the following statements are TRUE or FALSE and
explain your answer fully, but succinctly. Without an adequate explanation, you will get no credit.
a) In a Nash equilibrium all players get the same payoff.
b) A Pareto Improvement should get unanimous support.
c) A Potential Pareto Improvement should get unanimous support..
Kindly provide a unique answer PROJECT TASK The outbreak of.pdf
Iolanda purchased a Treasury bond with a coupon rate of 4.36% and face value of $100. The
maturity date of the bond is 15 April 2029.
(a) Luciana plans to purchase Iolanda's Treasury bond on 13 April 2018. What price will Luciana
pay (rounded to four decimal places)? Assume a yield of 2.92% p.a. compounded half-yearly.
a.
113.4648
b.
112.9232
c.
113.4467
d.
113.4460
(b) In fact, Luciana purchased Iolanda's bond on 8 February 2018. What was Luciana's purchase
price (rounded to four decimal places)? Assume a yield of 2.92% p.a. compounded half-yearly.
a.
115.0352
b.
112.8699
c.
114.5112
d.
115.0385.
La Autoridad de Vivienda Pblica realiz una encuesta en cie.pdf
It is the end of March and you have just been hired as a new management trainee by Irie Earrings
Unlimited, a distributor of hand-crafted earrings to various resort gift shops and craft vendors
across the country. In the past, the company has done very little in the way of budgeting and at
certain times of the year has experienced a shortage of cash.
you have decided to prepare a cash budget for the upcoming second
quarter of the year.
The company sells different styles of earrings, but all are sold for the same price. Actual sales of
earrings for the last three months and budgeted sales for the next six months are as follows:
January (actual).....$200,000 May(budget).....................$500,000
February(actual)....$260,000 June (budget).................. $300,000
March (actual)......$400,000 July (budget).....................$280,000
April (budget).......$650,000 August (budget).................$250,000
All sales are on credit, with no discount, and payable within 15 days. However, the company has
found that only 20% of a months sales are collected in the month of sale. An additional 70% is
collected in the following month, and the remaining 10% is collected in the second month
following sale. Bad debts have been negligible.
Data relating to purchases of merchandise is as follows:
MARCH APRIL MAY JUNE
Purchases $200,000 $236,000 $168,000 $116,800
One-half of a months purchase is paid for in the month of purchase; the other half is paid for in
the following month.
Monthly operating expenses for the company are given below:
Variable:
Sales commissions.......................4% of sales
Fixed:
Advertising............................... $200,000
Rent........................................ 18,000
Salaries.................................... 106,000
Utilities.................................... 7,000
Insurance expired........................ 3,000
Depreciation.............................. 14,000
Insurance is paid on an annual basis, in November of each year.
Page 3 of 4
The company plans to purchase $16,000 in new equipment during May and $40,000 in new
equipment during June; both purchases will be for cash. The company declares dividends of
$15,000 each quarter, payables in the first month of the following quarter.
A listing of some of the companys ledger accounts as of March 31 is given below:
Assets & Liabilities $
Cash...................................................... 74,000
Accounts receivable ($26,000February sales
$320,000 March sales)................................ 346,000
Accounts payable.................................... 100,000
Dividends payable................................... 15,000
Part of the budgeting program will be to establish an ongoing line of credit at a local bank.
Therefore, determine the borrowing that will be needed to maintain a minimum cash balance of
$50,000. If the company has an outstanding loan balance and finds itself with cash in excess of
the minimum balance, it plans to pay off the portion thereof of .
Evaluate and discuss how management transformed Haier Group .pdf
En el mes de marzo, Digby recibi pedidos de 115 unidades a un precio de $15.00 para su
producto Drum. Digby utiliza el mtodo de acumulacin de contabilidad y ofrece condiciones de
crdito de 30 das. Digby entrega 115 unidades en abril. Recibieron el pago de 58 unidades en
marzo y 58 unidades en abril. En el estado de resultados de marzo, cunto ingreso se reconoce en
el estado de resultados de marzo de este pedido? Cunto en la declaracin de la Renta de abril?
(Respuesta en miles).
E Coli durdurma kodonlarn tanyan tRNAlar oluturmak iin g.pdf
Dog Up! Franks is looking at a new sausage system with an installed cost of $460,000. This cost
will be depreciated straight-line to zero over the project's five-year life, at the end of which the
sausage system can be scrapped for $59,000. The sausage system will save the firm $142,000
per year in pretax operating costs, and the system requires an initial investment in net working
capital of $26,500. If the tax rate is 21 percent and the discount rate is 9 percent, what is the NPV
of this project? (Do not round intermediate calculations and round your answer to 2 decimal
places, e.g., 32.16.).
How would you use a multilevel theory to address a problem .pdf
Help me do transactions and the unadjusted trial balance.
Dec. 2 Purchased 475 units of inventory for $2,850 on account from Sparkle, Co. on terms, 3/10,
n/20. 5 Purchased 600 units of inventory from Borax on account with terms 2/10, n/30. The total
invoice was for $4,500, which included a $150 freight charge. 7 Returned 75 units of inventory to
Sparkle from the December 2 purchase (cost $450). 9 Paid Borax. 11 Sold 285 units of goods to
Happy Maids for $3,990 on account with terms 3/10, n/30. Crystal Clears cost of the goods sold
was $1,710. 12 Paid Sparkle. 15 Received 22 units with a retail price of $308 of goods back from
customer Happy Maids. The goods cost Crystal Clear $132 21 Received payment from Happy
Maids, settling the amount due in full. 28 Sold 265 units of goods to Bridget, Inc. for cash of
$3,975 (cost $1,691). 29 Paid cash for utilities $415. 30 Paid cash for Sales Commission Expense
of $550..
If A and B are independent events with PA02 and PB06.pdf
housands of dollars) on adjusted gross income and the average or reasonable amount of itemized
deductions follow.y^= (c) Predict the reasonable level of total itemized deductions (in $1,000s) for
a taxpayer with an adjusted gross income of $47,500. (Round your answer to two decimal places.)
$ thousand If this taxpayer claimed itemized deductions of $20,200, would the IRS agent's request
for an audit appear justified? Explain. Since the predicted amount of itemized deductions is
significantly less than the actual claimed itemized deductions, the agent's request for an audit
appears to be justified.numerical values to three decimal places.) y^= $ thousand If this taxpayer
claimed itemized deductions of $20,200, would the IRS agent's request for an audit appear
justified? Explain..
First quartile Q1 is Part 2 of 2 Third quartile Q3 isAge.pdf
Fair or Foul - Determine if each game is a fair game. - If the game is not fair, find the fair price of
the game. 1. Dice You roll a red 4-sided die and a blue 4-sided die. If the blue die's roll is higher
you gain 6 points. If the red die's roll is higher you lose 2 points (the cost to play). If the two dice
rolls tie you lose 1 point. 2. Cards You draw a card at random from a standard deck of 52 cards. If
you draw an Ace and a Heart you win $27. If you draw a King or a Diamond you win $6. Otherwise
you lose $5 (the cost to play). 3. Marbles You have a bag of 15 marbles ( 6 blue, 4 red, 3 yellow, 2
green). You draw out two marbles, without replacement from the bag. If you draw two red marbles,
you win 61 tickets. If you draw at least one yellow marble, you win 6 tickets. If you draw two blue
marbles, you lose 40 tickets (the cost to play). Otherwise you break even. 4. Empirical Tegan and
Sara are working at a ticket stand at a carnival. Over the past five hours they have kept track of
the features of the last 100 people who have stopped by (see table). They have decided to spice
up the rest of the day and have developed a game to play (described from Tegan's perspective). If
the next person that stops by has short hair or glasses, Tegan gets 12 points. If the person is bald
and not wearing glasses, Tegan gets 120 points. Otherwise, Tegan loses 8 points (the cost to
play). Using the provided data (and empirical probabilities), find the expected value for the game
(for Tegan). Is the game a fair game? If not, find a fair price..
Bu atama zellikle daha gen daha yksek gelirli pazar hed.pdf
Book and liquidation value The halance sheet for Gallinas Indusiries is as fotows Additionat
information with respect to the frm is avatioble 1. Preferred stock can be liquidated at book value:
2. Accounts recelvable and invontories can be liquidaled at 93% of book value 3. The firm has
10.000 shares of common stock outstanding 4 All intorest and dividends are carrenily paid up 5.
Land and buildings can be liguldated at 140% of booK value. 6. Machinery and equipment can be
Fiquidated at 74% of hook valiag. 7 . Castr and marketable securifies can be liquidated at book val
Given this information, answec tho following a. What is Gallinss industries' book value per share?
b. Whit is its liquidaton value per share? a. Gollinas lndustries' book value per ithare is 3 (Round ta
the neatest cent) b. Galinas Industries' ligulation value per share is (Round to the niearesticent) c.
Compate contrast and discuss the values found in pats a and b. (gelect the bost ansuer bebw).
airn undervaliedData table.
Gene for pest Gene used to alter Protein dissolves Human gro.pdf
For question 2, use u-substitution techniques to transform the equation into linear form.
1. Let's assume that both the demand and supply are linear functions with respect to price. More
explicitly, let D(p)=4p and S(p)=1+p. Find a general solution for the price as a function of time (it
will involve k ). What is the long term behaviour of the price? Does it tend to a specific value
regardless of the initial price? If the demand for a product is greater than the supply, then the price
will go up. If the supply is greater than the demand then the price will go down. Said succinctly D(p
)S(p)>0dtdp>0D(p)S(p)<0dtdp<0 More precisely, we might assume the rate of change of the price
(with respect to t ) will be directly proportional to D(p)S(p). Thus we arrive at the governing
differential equation: dtdp=k(D(p)S(p)),k>0. Throughout this project we assume that the price
function, p(t) satisfies this differential equation. Now let's assume that supply is linear, but demand
is quadratic with respect to price. This would mean demand drops more steeply as the price
increases. More explicitly assume that k=3,D(p)=100p2, and S(p)=100+2p. Assuming the initial
price is p=$15, give an explicit formula for price as a function of time. What will happen to the price
in the long run? Any solution must be fully justified using techniques outlined in class. Hint: How
did we found a find a general solution to the logistic equation?.
5 For the function fZgtZ where fnn+1 does an inverse.pdf
4.31. Suponga que las tasas libres de riesgo son como en el problema 4.30. Cul es el valor
de una FRA donde el titular paga LIBOR y recibe 7% (semestralmente compuesto) por un
perodo de 6 meses a partir de 18 meses? La tasa forward actual para este perodo es del 6%
(compuesto semestralmente) y el capital es de $10 millones.
De la Pregunta 4.30:
Las tasas cero a 6 meses, 12 meses, 18 meses y 24 meses son del 4 %, 4,5 %, 4,75 % y 5 %
con capitalizacin semestral.
a) Cules son las tasas con capitalizacin continua?
b) Cules son las tasas a plazo para el perodo de 6 meses que comienza en 18 meses?
c) Cul es el rendimiento de dos aos?
Necesito la respuesta a la pregunta 4.31..
A 35yearold male client with a history of unprotected sex .pdf
9. Un empleado puede excluir del ingreso bruto el valor de las comidas proporcionadas por su
empleador siempre que:
a. La comida no es extravagante.
b. Las comidas se proporcionan en las instalaciones del empleador para su conveniencia.
C. No hay lugares para comer cerca del lugar de trabajo.
d. Las comidas se proporcionan para la comodidad del empleado.
mi. Ninguno de esos.
10. Peggy es ejecutiva de Tan Furniture Manufacturing Company. Compr muebles de la compaa
por $9,500, el precio que Tan normalmente le cobrara a un mayorista por los mismos artculos. El
precio minorista de los muebles fue de $12 500 y el costo de Tan fue de $9 000. La empresa
tambin pag el espacio de estacionamiento de Peggy en un garaje cerca de la oficina.
La tarifa de estacionamiento era de $600 por ao. Todos los empleados pueden comprar muebles
a un precio con descuento comparable al que se le cobra a Peggy. Sin embargo, la empresa no
paga otros
tarifas de estacionamiento de los empleados. El ingreso bruto de Peggy de lo anterior es:
a. $-0-.
b. $600.
C. $3,500.
d. $4,100.
mi. Ninguno de esos.
11. Cul de los siguientes no es un requisito para una deduccin de pensin alimenticia?
a. Los pagos deben ser en efectivo.
b. Los pagos deben cesar a la muerte del beneficiario.
C. Los pagos deben extenderse durante al menos tres aos.
d. El pagador y el beneficiario no deben vivir en el mismo hogar al momento de los pagos.
mi. Todos estos son requisitos para una deduccin de pensin alimenticia.
12. Las reglas de recuperacin de alimentos tienen por objeto:
a. Ayudar a los ex cnyuges a cobrar la pensin alimenticia cuando el otro cnyuge se muda a otro
estado.
b. Evitar deducciones fiscales por divisiones de bienes.
C. Reducir la salida neta de efectivo para el pagador.
d. Distinguir los pagos de manutencin infantil de la pensin alimenticia.
mi. Ninguno de esos..
"Protectable subject matters, Protection in biotechnology, Protection of othe...
Protectable subject matters, Protection in biotechnology, Protection of other biological materials, Ownership and period of protection
How to Make a Field invisible in Odoo 17
It is possible to hide or invisible some fields in odoo. Commonly using “invisible” attribute in the field definition to invisible the fields. This slide will show how to make a field invisible in odoo 17.
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In the Course Documents section of Blackboard you will find.pdf
II. 1. Omar earns a salary of $7,500 per month during the year. FICA taxes are 7.65% on the first
$117,000 of gross earnings. Federal unemployment insurance taxes are 6.2% of the first $7.000;
however, a credit is allowed equal to the state unemployment insurance taxces of 5.4% on the
$7,000. During the year, $25,600 was withheld for federal income taxes and $5,700 was withheld
for state income taxes. [4 Marks] Instructions (a) Prepare a journal entry summarizing the payment
of Omar total salary during the year. (b) Prepare a journal entry summarizing the employer payroil
tex expense on Omar's salsry for the year..
Part I describe the relationship between the midparent valu.pdf
Offshore mallarla uluslararas snrlar gemek, en ok,
vergiler ve tarifeler.
kalite.
birim maliyet.
rn iadeleri
vergiler ve tarifeler.
kalite.
birim maliyet.
rn iadeleri.
Otalationes.pdf
Nordstrom Inc. es una tienda por departamentos con sede en Seattle que rivaliza con Saks Fifth
Avenue, Neiman Marcus y Bloomingdale's. Nordstrom es miembro del Saln de la Fama de la lista
de las 100 mejores empresas para trabajar de la revista Fortune. Nordstrom es conocida por su
indumentaria de calidad, su entorno exclusivo y sus generosas recompensas para los empleados.
Sin embargo, Nordstrom es ms famoso por brindar un servicio al cliente que va ms all de las
normas de la industria minorista. Esta orientacin al servicio sirve como una forma de control, ya
que ayuda a los empleados a decidir cmo comportarse cuando se encuentran con situaciones
nuevas. Abundan las historias sobre el servicio de Nordstrom. Por ejemplo, segn una historia que
la compaa confirma desde hace mucho tiempo, en 1975 Nordstrom se mud a una nueva ubicacin
que anteriormente haba sido una tienda de neumticos. Un cliente trajo un juego de llantas a la
tienda para devolverlas. Sin una palabra sobre la confusin, se aceptaron los neumticos y se
reembols al cliente el precio de compra en su totalidad. En una historia diferente, un cliente se
prob varios pares de zapatos pero no pudo encontrar la combinacin correcta de talla y color.
Cuando estaba a punto de irse, el empleado llam a otras tiendas de Nordstrom, pero solo pudo
ubicar el par correcto en Macy's, un competidor cercano. El empleado hizo que Macy's enviara los
zapatos a la casa del cliente a expensas de Nordstrom. En una tercera historia, un cliente
describe cmo deambulaba por un Nordstrom de Portland, Oregn, en busca de un esmoquin de
Armani para la boda de su hija. El asociado de ventas tom sus medidas en caso de que
encontraran una. Al da siguiente, el cliente recibi una llamada telefnica informndole que el
esmoquin estaba disponible. Cuando se le presion, la asociada revel que usando sus conexiones
encontr uno en Nueva York, lo puso en un camin con destino a Chicago y envi a alguien a buscar
el camin en Chicago en una parada de descanso. Al da siguiente, envi el esmoquin a la direccin
del cliente, y el cliente descubri que el esmoquin ya haba sido modificado para sus medidas y
estaba listo para usar. Lo que es an ms impresionante de esta historia es que Nordstrom no
vende esmoquin Armani. Cmo persiste Nordstrom en la creacin de estas historias que sirven
como una forma de controlar y dirigir el comportamiento de los empleados? Si supuso que tienen
una gran cantidad de reglas y regulaciones diseadas para enfatizar la calidad en el servicio al
cliente, estara equivocado. De hecho, la empresa entrega a los empleados una tarjeta de 5
pulgadas por 7 pulgadas como manual del empleado. En un lado de la tarjeta, la empresa da la
bienvenida a los empleados a Nordstrom y afirma que su objetivo principal es brindar un
excelente servicio al cliente, y para esto solo tienen una regla. En el otro lado de la tarjeta, se
establece la regla nica: "Use el buen juicio en todas las situaciones". Al dejarlo en manos de los
asociados.
LO32 Identify the differences between transcription and tran.pdf
La rana arbustiva no tiene etapa de renacuajo y los huevos eclosionan directamente en ranitas.
La rana toro tiene una etapa de renacuajo a la que sigue la metamorfosis en una rana adulta. Es
razonable pensar que el desarrollo de estos huevos en ranitas o renacuajos es el mismo? En
otras palabras, piensas que las etapas de desarrollo y cambio embrionario seran las mismas
porque ambas especies son ranas o crees que seran diferentes de alguna manera debido a su
hbitat? Defiende tu respuesta..
Let agt0 be a constant and let X be a continuous random va.pdf
JVN, Inc. has the following balance sheet at the end of the year:
JVN owns $7,500 of material used on various client projects.
JVN owns office equipment totaling $80,550.
Clients owe $28,275 for completed projects.
JVN has a cash balance of $12,500.
JVN owes $35,000 to the bank.
JVN owes suppliers $19,450.
Calculate the firms total assets.
Calculate the firms total liabilities.
Calculate the firms net assets.
Calculate the firms debt to equity ratio..
Given the Hex Dump of MP3 data below what is the bitrate of.pdf
Function name: massVigenere
Inputs:
(M x N) Cell array of coded phrases
(M x N) Cell array of secret keys
Outputs:
(1 x K) Vec of chars representing the decoded phrase
Description:
In cryptography, there is a encryption algorithm called, "Vigenere Cipher". To create a cipher like
this, you first start with a phrase (e.x.: "Attack Now!") and then you have a secret key associated
with the phrase (e.x.: "woot"). From these two pieces of information, you can create an updated
key that would look like: "Wootwo Otw!". As you can see, you repeat the secret key's sequence
and have capital characters from the secret key associated with capital letters from the original
phrase. Lower case with lower. And then ignore punctuation. Once you have the updated key, you
before a ceasar shift.
E.x.: char(updatedKey - originalPhrase) => 'Whhtyy Bhs!' When performing a shift like this, think of
'A' starting at 0.
'W' - 'A' = 'W';
'h' - 't' = 'o' (notice that there is potential to loop back around the alphabet)
and so on...
This is a single instance of encoding a vigenere cipher. For this question, you will be given a cell
array of several different
phrases with several different keys were cellArrayCodedPhrases(i,j) is the phrase associated with
the key cellArrayKeys(i,j).
Once you decode all of the phrases, you might have an array like:
{'This ' 'is' }
{' an' ' example.'}
Going from left to right, top to bottom, concat the phrases together to get a final decoded phrase:
'This is an example' which will be your output.
Examples:
cellArrayCodedPhrases = [{'Pvwl'} {' ez' };
{' kn '} {'slfadqs.'}]
cellArrayKeys = [{'woot' } {'wham'};
{'kapow'} {'oof' }]
output = massVigenere(cellArrayCodedPhrases,cellArrayKeys)
% output = 'This is an example.'
cellArrayCodedPhrases = [{'Whhtyy '} {'Jck!'}]
cellArrayKeys = [{'woot'} {'woot'}]
output = massVigenere(cellArrayCodedPhrases,cellArrayKeys)
% >> output = 'Attack Now!'
cellArrayCodedPhrases = {'Whhtyy Bhs!'}
cellArrayKeys = {'woot'}
output = massVigenere(cellArrayCodedPhrases,cellArrayKeys)
% >> output = 'Attack Now!'
Function name: massVigenere Inputs: - (M x N) Cell array of coded phrases - (MN) Cell array of
secret keys Outputs: - (1 K) Vec of chars representing the decoded phrase Description: In
cryptography, there is a encryption algorithm called, "Vigenere Cipher". To create a cipher like
this, you first start with a phrase (e.x.: "Attack Now!") and then you have a secret key associated
with the phrase (e.x.: "woot"). From these two pieces of information, you can create an updated
key that would look like: "Wootwo Otw!". As you can see, you repeat the secret key's sequence
and have capital characters from the secret key associated with capital letters from the original
phrase. Lower case with lower. And then ignore punctuation. Once you have the updated key, you
before a ceasar shift. E.x.: char(updatedKey - originalPhrase) 'Whhtyy Bhs!' When performing a
shift like this, think of 'A' starting at 0 . 'W' - 'A' = 'W'; ' .
Los investigadores dividieron a 100 ratones con una composi.pdf
Lancaster Company must make three adjusting entries on December 31, 201. a. Supplies used,
$11,000 (supplies totaling $18,000 were purchased on December 1,201, and debited to the
Supplles account) b. Expired insurance, $8,200; on December 1,201, the firm paid $49,200 for six
months insurance coverage in advance and debited Prepaid insurance for this amount. c.
Depreciation expense for equipment, $5,800. Required: Prepare the journal entries for these
adjustments and post the entries to the general ledger accounts. Complete this question by
entering your answers in the tabs below. Pont the entries to the general ledger accounts..
I figured out the answers to these Alteryx Questions just w.pdf
Her biri u be ders konusundan birinden, doal seilimin mkemmel uyum salamasnn beklenmedii iki
farkl evrim senaryosunu aklayn: poplasyon genetii, niceliksel zelliklerin evrimi, yaam yks evrimi,
akraba seilimi veya cinsel seilim (1). ki senaryonun her biri iin gerek bir rnek verin (1) ve hangi
evrimsel mekanizmalarn altn (2) ve kusurlu adaptasyonla sonulanacak ekilde nasl etkileime
girdiklerini aklayn (1). (Ayn konuda iki rnek kullanmayn.).
John and Lynn are equal partners in the Pony Partnership Th.pdf
Indicate whether the following statements are TRUE or FALSE and
explain your answer fully, but succinctly. Without an adequate explanation, you will get no credit.
a) In a Nash equilibrium all players get the same payoff.
b) A Pareto Improvement should get unanimous support.
c) A Potential Pareto Improvement should get unanimous support..
Kindly provide a unique answer PROJECT TASK The outbreak of.pdf
Iolanda purchased a Treasury bond with a coupon rate of 4.36% and face value of $100. The
maturity date of the bond is 15 April 2029.
(a) Luciana plans to purchase Iolanda's Treasury bond on 13 April 2018. What price will Luciana
pay (rounded to four decimal places)? Assume a yield of 2.92% p.a. compounded half-yearly.
a.
113.4648
b.
112.9232
c.
113.4467
d.
113.4460
(b) In fact, Luciana purchased Iolanda's bond on 8 February 2018. What was Luciana's purchase
price (rounded to four decimal places)? Assume a yield of 2.92% p.a. compounded half-yearly.
a.
115.0352
b.
112.8699
c.
114.5112
d.
115.0385.
La Autoridad de Vivienda Pblica realiz una encuesta en cie.pdf
It is the end of March and you have just been hired as a new management trainee by Irie Earrings
Unlimited, a distributor of hand-crafted earrings to various resort gift shops and craft vendors
across the country. In the past, the company has done very little in the way of budgeting and at
certain times of the year has experienced a shortage of cash.
you have decided to prepare a cash budget for the upcoming second
quarter of the year.
The company sells different styles of earrings, but all are sold for the same price. Actual sales of
earrings for the last three months and budgeted sales for the next six months are as follows:
January (actual).....$200,000 May(budget).....................$500,000
February(actual)....$260,000 June (budget).................. $300,000
March (actual)......$400,000 July (budget).....................$280,000
April (budget).......$650,000 August (budget).................$250,000
All sales are on credit, with no discount, and payable within 15 days. However, the company has
found that only 20% of a months sales are collected in the month of sale. An additional 70% is
collected in the following month, and the remaining 10% is collected in the second month
following sale. Bad debts have been negligible.
Data relating to purchases of merchandise is as follows:
MARCH APRIL MAY JUNE
Purchases $200,000 $236,000 $168,000 $116,800
One-half of a months purchase is paid for in the month of purchase; the other half is paid for in
the following month.
Monthly operating expenses for the company are given below:
Variable:
Sales commissions.......................4% of sales
Fixed:
Advertising............................... $200,000
Rent........................................ 18,000
Salaries.................................... 106,000
Utilities.................................... 7,000
Insurance expired........................ 3,000
Depreciation.............................. 14,000
Insurance is paid on an annual basis, in November of each year.
Page 3 of 4
The company plans to purchase $16,000 in new equipment during May and $40,000 in new
equipment during June; both purchases will be for cash. The company declares dividends of
$15,000 each quarter, payables in the first month of the following quarter.
A listing of some of the companys ledger accounts as of March 31 is given below:
Assets & Liabilities $
Cash...................................................... 74,000
Accounts receivable ($26,000February sales
$320,000 March sales)................................ 346,000
Accounts payable.................................... 100,000
Dividends payable................................... 15,000
Part of the budgeting program will be to establish an ongoing line of credit at a local bank.
Therefore, determine the borrowing that will be needed to maintain a minimum cash balance of
$50,000. If the company has an outstanding loan balance and finds itself with cash in excess of
the minimum balance, it plans to pay off the portion thereof of .
Evaluate and discuss how management transformed Haier Group .pdf
En el mes de marzo, Digby recibi pedidos de 115 unidades a un precio de $15.00 para su
producto Drum. Digby utiliza el mtodo de acumulacin de contabilidad y ofrece condiciones de
crdito de 30 das. Digby entrega 115 unidades en abril. Recibieron el pago de 58 unidades en
marzo y 58 unidades en abril. En el estado de resultados de marzo, cunto ingreso se reconoce en
el estado de resultados de marzo de este pedido? Cunto en la declaracin de la Renta de abril?
(Respuesta en miles).
E Coli durdurma kodonlarn tanyan tRNAlar oluturmak iin g.pdf
Dog Up! Franks is looking at a new sausage system with an installed cost of $460,000. This cost
will be depreciated straight-line to zero over the project's five-year life, at the end of which the
sausage system can be scrapped for $59,000. The sausage system will save the firm $142,000
per year in pretax operating costs, and the system requires an initial investment in net working
capital of $26,500. If the tax rate is 21 percent and the discount rate is 9 percent, what is the NPV
of this project? (Do not round intermediate calculations and round your answer to 2 decimal
places, e.g., 32.16.).
How would you use a multilevel theory to address a problem .pdf
Help me do transactions and the unadjusted trial balance.
Dec. 2 Purchased 475 units of inventory for $2,850 on account from Sparkle, Co. on terms, 3/10,
n/20. 5 Purchased 600 units of inventory from Borax on account with terms 2/10, n/30. The total
invoice was for $4,500, which included a $150 freight charge. 7 Returned 75 units of inventory to
Sparkle from the December 2 purchase (cost $450). 9 Paid Borax. 11 Sold 285 units of goods to
Happy Maids for $3,990 on account with terms 3/10, n/30. Crystal Clears cost of the goods sold
was $1,710. 12 Paid Sparkle. 15 Received 22 units with a retail price of $308 of goods back from
customer Happy Maids. The goods cost Crystal Clear $132 21 Received payment from Happy
Maids, settling the amount due in full. 28 Sold 265 units of goods to Bridget, Inc. for cash of
$3,975 (cost $1,691). 29 Paid cash for utilities $415. 30 Paid cash for Sales Commission Expense
of $550..
If A and B are independent events with PA02 and PB06.pdf
housands of dollars) on adjusted gross income and the average or reasonable amount of itemized
deductions follow.y^= (c) Predict the reasonable level of total itemized deductions (in $1,000s) for
a taxpayer with an adjusted gross income of $47,500. (Round your answer to two decimal places.)
$ thousand If this taxpayer claimed itemized deductions of $20,200, would the IRS agent's request
for an audit appear justified? Explain. Since the predicted amount of itemized deductions is
significantly less than the actual claimed itemized deductions, the agent's request for an audit
appears to be justified.numerical values to three decimal places.) y^= $ thousand If this taxpayer
claimed itemized deductions of $20,200, would the IRS agent's request for an audit appear
justified? Explain..
First quartile Q1 is Part 2 of 2 Third quartile Q3 isAge.pdf
Fair or Foul - Determine if each game is a fair game. - If the game is not fair, find the fair price of
the game. 1. Dice You roll a red 4-sided die and a blue 4-sided die. If the blue die's roll is higher
you gain 6 points. If the red die's roll is higher you lose 2 points (the cost to play). If the two dice
rolls tie you lose 1 point. 2. Cards You draw a card at random from a standard deck of 52 cards. If
you draw an Ace and a Heart you win $27. If you draw a King or a Diamond you win $6. Otherwise
you lose $5 (the cost to play). 3. Marbles You have a bag of 15 marbles ( 6 blue, 4 red, 3 yellow, 2
green). You draw out two marbles, without replacement from the bag. If you draw two red marbles,
you win 61 tickets. If you draw at least one yellow marble, you win 6 tickets. If you draw two blue
marbles, you lose 40 tickets (the cost to play). Otherwise you break even. 4. Empirical Tegan and
Sara are working at a ticket stand at a carnival. Over the past five hours they have kept track of
the features of the last 100 people who have stopped by (see table). They have decided to spice
up the rest of the day and have developed a game to play (described from Tegan's perspective). If
the next person that stops by has short hair or glasses, Tegan gets 12 points. If the person is bald
and not wearing glasses, Tegan gets 120 points. Otherwise, Tegan loses 8 points (the cost to
play). Using the provided data (and empirical probabilities), find the expected value for the game
(for Tegan). Is the game a fair game? If not, find a fair price..
Bu atama zellikle daha gen daha yksek gelirli pazar hed.pdf
Book and liquidation value The halance sheet for Gallinas Indusiries is as fotows Additionat
information with respect to the frm is avatioble 1. Preferred stock can be liquidated at book value:
2. Accounts recelvable and invontories can be liquidaled at 93% of book value 3. The firm has
10.000 shares of common stock outstanding 4 All intorest and dividends are carrenily paid up 5.
Land and buildings can be liguldated at 140% of booK value. 6. Machinery and equipment can be
Fiquidated at 74% of hook valiag. 7 . Castr and marketable securifies can be liquidated at book val
Given this information, answec tho following a. What is Gallinss industries' book value per share?
b. Whit is its liquidaton value per share? a. Gollinas lndustries' book value per ithare is 3 (Round ta
the neatest cent) b. Galinas Industries' ligulation value per share is (Round to the niearesticent) c.
Compate contrast and discuss the values found in pats a and b. (gelect the bost ansuer bebw).
airn undervaliedData table.
Gene for pest Gene used to alter Protein dissolves Human gro.pdf
For question 2, use u-substitution techniques to transform the equation into linear form.
1. Let's assume that both the demand and supply are linear functions with respect to price. More
explicitly, let D(p)=4p and S(p)=1+p. Find a general solution for the price as a function of time (it
will involve k ). What is the long term behaviour of the price? Does it tend to a specific value
regardless of the initial price? If the demand for a product is greater than the supply, then the price
will go up. If the supply is greater than the demand then the price will go down. Said succinctly D(p
)S(p)>0dtdp>0D(p)S(p)<0dtdp<0 More precisely, we might assume the rate of change of the price
(with respect to t ) will be directly proportional to D(p)S(p). Thus we arrive at the governing
differential equation: dtdp=k(D(p)S(p)),k>0. Throughout this project we assume that the price
function, p(t) satisfies this differential equation. Now let's assume that supply is linear, but demand
is quadratic with respect to price. This would mean demand drops more steeply as the price
increases. More explicitly assume that k=3,D(p)=100p2, and S(p)=100+2p. Assuming the initial
price is p=$15, give an explicit formula for price as a function of time. What will happen to the price
in the long run? Any solution must be fully justified using techniques outlined in class. Hint: How
did we found a find a general solution to the logistic equation?.
5 For the function fZgtZ where fnn+1 does an inverse.pdf
4.31. Suponga que las tasas libres de riesgo son como en el problema 4.30. Cul es el valor
de una FRA donde el titular paga LIBOR y recibe 7% (semestralmente compuesto) por un
perodo de 6 meses a partir de 18 meses? La tasa forward actual para este perodo es del 6%
(compuesto semestralmente) y el capital es de $10 millones.
De la Pregunta 4.30:
Las tasas cero a 6 meses, 12 meses, 18 meses y 24 meses son del 4 %, 4,5 %, 4,75 % y 5 %
con capitalizacin semestral.
a) Cules son las tasas con capitalizacin continua?
b) Cules son las tasas a plazo para el perodo de 6 meses que comienza en 18 meses?
c) Cul es el rendimiento de dos aos?
Necesito la respuesta a la pregunta 4.31..
A 35yearold male client with a history of unprotected sex .pdf
9. Un empleado puede excluir del ingreso bruto el valor de las comidas proporcionadas por su
empleador siempre que:
a. La comida no es extravagante.
b. Las comidas se proporcionan en las instalaciones del empleador para su conveniencia.
C. No hay lugares para comer cerca del lugar de trabajo.
d. Las comidas se proporcionan para la comodidad del empleado.
mi. Ninguno de esos.
10. Peggy es ejecutiva de Tan Furniture Manufacturing Company. Compr muebles de la compaa
por $9,500, el precio que Tan normalmente le cobrara a un mayorista por los mismos artculos. El
precio minorista de los muebles fue de $12 500 y el costo de Tan fue de $9 000. La empresa
tambin pag el espacio de estacionamiento de Peggy en un garaje cerca de la oficina.
La tarifa de estacionamiento era de $600 por ao. Todos los empleados pueden comprar muebles
a un precio con descuento comparable al que se le cobra a Peggy. Sin embargo, la empresa no
paga otros
tarifas de estacionamiento de los empleados. El ingreso bruto de Peggy de lo anterior es:
a. $-0-.
b. $600.
C. $3,500.
d. $4,100.
mi. Ninguno de esos.
11. Cul de los siguientes no es un requisito para una deduccin de pensin alimenticia?
a. Los pagos deben ser en efectivo.
b. Los pagos deben cesar a la muerte del beneficiario.
C. Los pagos deben extenderse durante al menos tres aos.
d. El pagador y el beneficiario no deben vivir en el mismo hogar al momento de los pagos.
mi. Todos estos son requisitos para una deduccin de pensin alimenticia.
12. Las reglas de recuperacin de alimentos tienen por objeto:
a. Ayudar a los ex cnyuges a cobrar la pensin alimenticia cuando el otro cnyuge se muda a otro
estado.
b. Evitar deducciones fiscales por divisiones de bienes.
C. Reducir la salida neta de efectivo para el pagador.
d. Distinguir los pagos de manutencin infantil de la pensin alimenticia.
mi. Ninguno de esos..
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In the Course Documents section of Blackboard you will find.pdf
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Part I describe the relationship between the midparent valu.pdf
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Let agt0 be a constant and let X be a continuous random va.pdf
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Given the Hex Dump of MP3 data below what is the bitrate of.pdf
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Los investigadores dividieron a 100 ratones con una composi.pdf
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Kindly provide a unique answer PROJECT TASK The outbreak of.pdf
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La Autoridad de Vivienda Pblica realiz una encuesta en cie.pdf
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Evaluate and discuss how management transformed Haier Group .pdf
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Bu atama zellikle daha gen daha yksek gelirli pazar hed.pdf
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Gene for pest Gene used to alter Protein dissolves Human gro.pdf
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5 For the function fZgtZ where fnn+1 does an inverse.pdf
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It is possible to hide or invisible some fields in odoo. Commonly using “invisible” attribute in the field definition to invisible the fields. This slide will show how to make a field invisible in odoo 17.
Operation Blue Star - Saka Neela Tara
Operation “Blue Star” is the only event in the history of Independent India where the state went into war with its own people. Even after about 40 years it is not clear if it was culmination of states anger over people of the region, a political game of power or start of dictatorial chapter in the democratic setup.
The people of Punjab felt alienated from main stream due to denial of their just demands during a long democratic struggle since independence. As it happen all over the word, it led to militant struggle with great loss of lives of military, police and civilian personnel. Killing of Indira Gandhi and massacre of innocent Sikhs in Delhi and other India cities was also associated with this movement.
Unit 8 - Information and Communication Technology (Paper I).pdf
This slides describes the basic concepts of ICT, basics of Email, Emerging Technology and Digital Initiatives in Education. This presentations aligns with the UGC Paper I syllabus.
Welcome to TechSoup New Member Orientation and Q&A (May 2024).pdf
In this webinar you will learn how your organization can access TechSoup's wide variety of product discount and donation programs. From hardware to software, we'll give you a tour of the tools available to help your nonprofit with productivity, collaboration, financial management, donor tracking, security, and more.
TESDA TM1 REVIEWER FOR NATIONAL ASSESSMENT WRITTEN AND ORAL QUESTIONS WITH A...
TESDA TM1 REVIEWER FOR NATIONAL ASSESSMENT WRITTEN AND ORAL QUESTIONS WITH ANSWERS.
Model Attribute Check Company Auto Property
In Odoo, the multi-company feature allows you to manage multiple companies within a single Odoo database instance. Each company can have its own configurations while still sharing common resources such as products, customers, and suppliers.
Unit 2- Research Aptitude (UGC NET Paper I).pdf
This slide describes the research aptitude of unit 2 in the UGC NET paper I.
CLASS 11 CBSE B.St Project AIDS TO TRADE - INSURANCE
Class 11 CBSE Business Studies Project ( AIDS TO TRADE - INSURANCE)
Instructions for Submissions thorugh G- Classroom.pptx
This presentation provides a briefing on how to upload submissions and documents in Google Classroom. It was prepared as part of an orientation for new Sainik School in-service teacher trainees. As a training officer, my goal is to ensure that you are comfortable and proficient with this essential tool for managing assignments and fostering student engagement.
The Roman Empire A Historical Colossus.pdf
The Roman Empire, a vast and enduring power, stands as one of history's most remarkable civilizations, leaving an indelible imprint on the world. It emerged from the Roman Republic, transitioning into an imperial powerhouse under the leadership of Augustus Caesar in 27 BCE. This transformation marked the beginning of an era defined by unprecedented territorial expansion, architectural marvels, and profound cultural influence.
The empire's roots lie in the city of Rome, founded, according to legend, by Romulus in 753 BCE. Over centuries, Rome evolved from a small settlement to a formidable republic, characterized by a complex political system with elected officials and checks on power. However, internal strife, class conflicts, and military ambitions paved the way for the end of the Republic. Julius Caesar’s dictatorship and subsequent assassination in 44 BCE created a power vacuum, leading to a civil war. Octavian, later Augustus, emerged victorious, heralding the Roman Empire’s birth.
Under Augustus, the empire experienced the Pax Romana, a 200-year period of relative peace and stability. Augustus reformed the military, established efficient administrative systems, and initiated grand construction projects. The empire's borders expanded, encompassing territories from Britain to Egypt and from Spain to the Euphrates. Roman legions, renowned for their discipline and engineering prowess, secured and maintained these vast territories, building roads, fortifications, and cities that facilitated control and integration.
The Roman Empire’s society was hierarchical, with a rigid class system. At the top were the patricians, wealthy elites who held significant political power. Below them were the plebeians, free citizens with limited political influence, and the vast numbers of slaves who formed the backbone of the economy. The family unit was central, governed by the paterfamilias, the male head who held absolute authority.
Culturally, the Romans were eclectic, absorbing and adapting elements from the civilizations they encountered, particularly the Greeks. Roman art, literature, and philosophy reflected this synthesis, creating a rich cultural tapestry. Latin, the Roman language, became the lingua franca of the Western world, influencing numerous modern languages.
Roman architecture and engineering achievements were monumental. They perfected the arch, vault, and dome, constructing enduring structures like the Colosseum, Pantheon, and aqueducts. These engineering marvels not only showcased Roman ingenuity but also served practical purposes, from public entertainment to water supply.
Supporting (UKRI) OA monographs at Salford.pptx
How libraries can support authors with open access requirements for UKRI funded books
Wednesday 22 May 2024, 14:00-15:00.
Francesca Gottschalk - How can education support child empowerment.pptx
Francesca Gottschalk from the OECD’s Centre for Educational Research and Innovation presents at the Ask an Expert Webinar: How can education support child empowerment?
Introduction to AI for Nonprofits with Tapp Network
Dive into the world of AI! Experts Jon Hill and Tareq Monaur will guide you through AI's role in enhancing nonprofit websites and basic marketing strategies, making it easy to understand and apply.
678020731-Sumas-y-Restas-Para-Colorear.pdf
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Biological Screening of Herbal Drugs in detailed.
Biological screening of herbal drugs: Introduction and Need for
Phyto-Pharmacological Screening, New Strategies for evaluating
Natural Products, In vitro evaluation techniques for Antioxidants, Antimicrobial and Anticancer drugs. In vivo evaluation techniques
for Anti-inflammatory, Antiulcer, Anticancer, Wound healing, Antidiabetic, Hepatoprotective, Cardio protective, Diuretics and
Antifertility, Toxicity studies as per OECD guidelines
Recently uploaded (20)
"Protectable subject matters, Protection in biotechnology, Protection of othe...
"Protectable subject matters, Protection in biotechnology, Protection of othe...
Unit 8 - Information and Communication Technology (Paper I).pdf
Unit 8 - Information and Communication Technology (Paper I).pdf
Welcome to TechSoup New Member Orientation and Q&A (May 2024).pdf
Welcome to TechSoup New Member Orientation and Q&A (May 2024).pdf
TESDA TM1 REVIEWER FOR NATIONAL ASSESSMENT WRITTEN AND ORAL QUESTIONS WITH A...
TESDA TM1 REVIEWER FOR NATIONAL ASSESSMENT WRITTEN AND ORAL QUESTIONS WITH A...
CLASS 11 CBSE B.St Project AIDS TO TRADE - INSURANCE
CLASS 11 CBSE B.St Project AIDS TO TRADE - INSURANCE
Instructions for Submissions thorugh G- Classroom.pptx
Instructions for Submissions thorugh G- Classroom.pptx
Francesca Gottschalk - How can education support child empowerment.pptx
Francesca Gottschalk - How can education support child empowerment.pptx
Introduction to AI for Nonprofits with Tapp Network
Introduction to AI for Nonprofits with Tapp Network
Consider an individual whose utility function over income I .pdf
- 1. Consider an individual whose utility function over income I is U(I), where U is increasing smoothly in I and is concave (in other words, our basic assumptions throughout this chapter). Let IS = 0 be this persons income if he is sick, let IH > 0 be his income if he is healthy, let p be his probability of being sick, let E[I] be expected income, and let E[U] be his expected utility when he has no insurance. a Write down algebraic expressions for both E[I] and E[U] in terms of the other parameters of the model. b Consider a full insurance product that guarantees this individual E[I]. Create a diagram in UI space. Draw the individuals utility curve and the lines represent- ing IS, IH , and E[I]. Then draw and label a line segment that corresponds to the utility gain, U, from buying this insurance product. Draw and label another line segment, M, which corresponds to the consumer surplus from the purchase of insurance (that is, the monetary value of the utility gain from buying insurance). c Derive an algebraic expression for M. [Hint: you may assume that U is invertible and its inverse is U1]. d Draw a graph plotting how M changes as p (the probability of being sick) varies between 0 and 1. [Hint: draw a coordinate plane with p on the x-axis and M on the y-axis.] Describe intuitively why this graph has the shape that it does.