9. The median voter is powerful because A. Median preferences are al.pdf
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9. The median voter is powerful because A. Median preferences are also the most common preferences. B. Politicians naturally prefer middle positions. C. Median preferences please half the people more than any other choice. D. A middle position makes lobbying efforts more credible. Solution The median voter is powerful because Median preferences please half the people more than any other choice. Thus answer will be C. Median preferences please half the people more than any other choice..
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9.A multiple regression equation defines the relationship between a .pdf
9.A multiple regression equation defines the relationship between a dependent variable and a set
of
independent variables in the form of an equation.
True False
10. In multiple regression analysis, a and b1 are sample statistics that estimate the population
parameters, a and Bi .
True False
Solution
true false.
9. One bank will pay you 5.4 interest compounded annually. If you.pdf
9. One bank will pay you 5.4% interest compounded annually. If you invest $1000 today, what
simple interest rate would you need to earn at a competing bank to have the same amount of
money in 5 years? A. 5.7% B. 6.0% C. 6.4% D. 6.7% E. 7.0%
10. One perpetuity pays $1000 per year and starts in 1 year. Another perpetuity pays $1000 per
year and starts in 5 years. What’s the difference in the present values of the two perpetuities
today if the discount rate is 10%? A. $3012 B. $3170 C. $3487 D. $3566 E.
$3791
11. An account was opened with $1,000 10 years ago. Today, the account balance is $1,800. If
the account paid interest compounded semiannually, how much interest on interest was
earned? A. $219.20 B. $212.27 C. $203.49 D. $198.78 E. $194.60
12. If a bank offers to pay you a 3% APR compounded continuously, how much do you need to
deposit today to have $10,000 in 20 years? A. $5212 B. $5384 C. $5488 D.
$5520 E. $5537
13. You buy a car today for $27,000. If you finance it with a 6% APR, 4 year loan, what will
your monthly payments be? Assume monthly compounding.A. $692 B. $681 C.
$658 D. $634E. $603
14. You buy a car today for $27,000. If you finance it with a 6% APR, 4 year loan, what is the
difference in your payments if you agree to pay at the beginning of each month rather than at
the end? Assume monthly compounding.A. $3.15 B. $3.39 C. $3.77 D. $3.87E. $3.98
15. You are saving to buy a car. You can save $200 per month and would like to buy the car in 4
years. How much more car can you afford if you make your deposits at the beginning of each
month rather than at the end? Use 6% APR with monthly compounding.A. $41
B. $44 C. $54 D. $57 E. $64
16. An investment will pay you $4000 each year for the next 8 years. The investment yields 6%
APR, compounded quarterly. How much is the investment worth in 8 years?A. $37,723 C.
$39,590 E. $40,440B. $38,600 D. $39,784Important information: In any of the
“relationship” concept questions below, assume all other variables stay the same
17. From our discussion/notes/you working problems, which of these is true? I. the difference
between a perpetuity and a perpetuity due is one payment II. the difference
between an annuity and an annuity due is one period of interest A. I only C. I and
II B. II only D. neither is true
Solution
9. Answer: B: 6.00%
Compounded Annually: 1000 x (1.054)^5 = $1,300
Simple Interest: 1000 + [1000 x 6.00% x 5] = $ 1,300.
10. Answer: E: $3,791.
Present Value of Perpetuity starting payment from Year 1 = Annuity / Rate of Interest =
1000/10% = $ 10,000
Present Value of Perpetuity starting payment from Year 5 = Annuity / (Rate x (1+Rate) ^
Delayed Period = (1000/(0.1*(1.1)^5)) = $ 6,209.
Difference = $ 3,791.
11. Answer: C : $203.49
Rate of Interest: 1000 x ((1+r/2)^20) = 1800; where by solving for \'r\' we get, r = 5.97% P.A.
Compounded Semi annually.
Simple Interest @ 5.97% P.A. would have been: $ 1,000 x 5.97% x 10 Years = $ 597.
Hence the Interest on Interest would be $ 203.49.
12..
9. Which of the following can we use the PivotChart tool in Excel to.pdf
9. Which of the following can we use the PivotChart tool in Excel to do (as shown in lecture)?
A.Calculating population means B.Estimating sample standard deviations C.Plotting histograms
D.Converting data to a normal distribution
Solution
C. Plotting histograms.
9. The motivation for using an index number is to ________________. .pdf
9. The motivation for using an index number is to ________________. transform the data
to a standard normal distribution transform the data for a linear model eliminate bias
from the sample reduce data to an easier-to-use, more convenient form reduce the
variance in the data
Solution
more convenient form reduce the variance in the data.
9. In ANOVA analyses, when the null hypothesis is rejected, we can t.pdf
9. In ANOVA analyses, when the null hypothesis is rejected, we can test for differences between
treatment means by _____________. (Points : 1)
Constructing confidence intervals
Adding another treatment
Doing an additional ANOVA
Doing a t test
Solution
Doing an additional ANOVA.
9. Francis Bacon is known for hisa. Enthusiastic encouragement o.pdf
9. Francis Bacon is known for his
a. Enthusiastic encouragement of scientific research
b.Opposition to heliocentrism
c. Dissection of corpses
10. 17th century scientific investigation was primarily fundedby
a. scientists themselves
b. businessmen
c.Princely Courts
d. Monasteries
12. Blaise Pascal was known for all of the followingexcept
a. Rejecting scientific inquiry on Christian principles
b.Building a calculating machine
c.Inventing probability theory
9. Francis Bacon is known for his
a. Enthusiastic encouragement of scientific research
b.Opposition to heliocentrism
c. Dissection of corpses
10. 17th century scientific investigation was primarily fundedby
a. scientists themselves
b. businessmen
c.Princely Courts
d. Monasteries
12. Blaise Pascal was known for all of the followingexcept
a. Rejecting scientific inquiry on Christian principles
b.Building a calculating machine
c.Inventing probability theory
Solution
9. a
10. a
12. b.
9. A set of 50 data values has a mean of 16 and a variance of 4. I.pdf
9. A set of 50 data values has a mean of 16 and a variance of 4.
I. Find the standard score (z) for a data value = 12.
II. Find the probability of a data value > 12.
III. Find the probability of a data value < 12.
Show all work.
(Points : 8)
Solution
I. P(z=12) z=(16-12)/2=2 II. 1-P(z<2) =0.0228 III.0.9772.
9) _ are typically the largest proportion of workers hired abroad an.pdf
9) _ are typically the largest proportion of workers hired abroad and usually work in
manufacturing, assembly, basic service activites, clerical work, and other nonmanagerial
functions.
A) Third-country nationals
B) Host-country nationals
C) Parent-country nationals
D) Home-country nationals
Solution
B) Host-country nationals.
Recommended
9.A multiple regression equation defines the relationship between a .pdf
9.A multiple regression equation defines the relationship between a dependent variable and a set
of
independent variables in the form of an equation.
True False
10. In multiple regression analysis, a and b1 are sample statistics that estimate the population
parameters, a and Bi .
True False
Solution
true false.
9. One bank will pay you 5.4 interest compounded annually. If you.pdf
9. One bank will pay you 5.4% interest compounded annually. If you invest $1000 today, what
simple interest rate would you need to earn at a competing bank to have the same amount of
money in 5 years? A. 5.7% B. 6.0% C. 6.4% D. 6.7% E. 7.0%
10. One perpetuity pays $1000 per year and starts in 1 year. Another perpetuity pays $1000 per
year and starts in 5 years. What’s the difference in the present values of the two perpetuities
today if the discount rate is 10%? A. $3012 B. $3170 C. $3487 D. $3566 E.
$3791
11. An account was opened with $1,000 10 years ago. Today, the account balance is $1,800. If
the account paid interest compounded semiannually, how much interest on interest was
earned? A. $219.20 B. $212.27 C. $203.49 D. $198.78 E. $194.60
12. If a bank offers to pay you a 3% APR compounded continuously, how much do you need to
deposit today to have $10,000 in 20 years? A. $5212 B. $5384 C. $5488 D.
$5520 E. $5537
13. You buy a car today for $27,000. If you finance it with a 6% APR, 4 year loan, what will
your monthly payments be? Assume monthly compounding.A. $692 B. $681 C.
$658 D. $634E. $603
14. You buy a car today for $27,000. If you finance it with a 6% APR, 4 year loan, what is the
difference in your payments if you agree to pay at the beginning of each month rather than at
the end? Assume monthly compounding.A. $3.15 B. $3.39 C. $3.77 D. $3.87E. $3.98
15. You are saving to buy a car. You can save $200 per month and would like to buy the car in 4
years. How much more car can you afford if you make your deposits at the beginning of each
month rather than at the end? Use 6% APR with monthly compounding.A. $41
B. $44 C. $54 D. $57 E. $64
16. An investment will pay you $4000 each year for the next 8 years. The investment yields 6%
APR, compounded quarterly. How much is the investment worth in 8 years?A. $37,723 C.
$39,590 E. $40,440B. $38,600 D. $39,784Important information: In any of the
“relationship” concept questions below, assume all other variables stay the same
17. From our discussion/notes/you working problems, which of these is true? I. the difference
between a perpetuity and a perpetuity due is one payment II. the difference
between an annuity and an annuity due is one period of interest A. I only C. I and
II B. II only D. neither is true
Solution
9. Answer: B: 6.00%
Compounded Annually: 1000 x (1.054)^5 = $1,300
Simple Interest: 1000 + [1000 x 6.00% x 5] = $ 1,300.
10. Answer: E: $3,791.
Present Value of Perpetuity starting payment from Year 1 = Annuity / Rate of Interest =
1000/10% = $ 10,000
Present Value of Perpetuity starting payment from Year 5 = Annuity / (Rate x (1+Rate) ^
Delayed Period = (1000/(0.1*(1.1)^5)) = $ 6,209.
Difference = $ 3,791.
11. Answer: C : $203.49
Rate of Interest: 1000 x ((1+r/2)^20) = 1800; where by solving for \'r\' we get, r = 5.97% P.A.
Compounded Semi annually.
Simple Interest @ 5.97% P.A. would have been: $ 1,000 x 5.97% x 10 Years = $ 597.
Hence the Interest on Interest would be $ 203.49.
12..
9. Which of the following can we use the PivotChart tool in Excel to.pdf
9. Which of the following can we use the PivotChart tool in Excel to do (as shown in lecture)?
A.Calculating population means B.Estimating sample standard deviations C.Plotting histograms
D.Converting data to a normal distribution
Solution
C. Plotting histograms.
9. The motivation for using an index number is to ________________. .pdf
9. The motivation for using an index number is to ________________. transform the data
to a standard normal distribution transform the data for a linear model eliminate bias
from the sample reduce data to an easier-to-use, more convenient form reduce the
variance in the data
Solution
more convenient form reduce the variance in the data.
9. In ANOVA analyses, when the null hypothesis is rejected, we can t.pdf
9. In ANOVA analyses, when the null hypothesis is rejected, we can test for differences between
treatment means by _____________. (Points : 1)
Constructing confidence intervals
Adding another treatment
Doing an additional ANOVA
Doing a t test
Solution
Doing an additional ANOVA.
9. Francis Bacon is known for hisa. Enthusiastic encouragement o.pdf
9. Francis Bacon is known for his
a. Enthusiastic encouragement of scientific research
b.Opposition to heliocentrism
c. Dissection of corpses
10. 17th century scientific investigation was primarily fundedby
a. scientists themselves
b. businessmen
c.Princely Courts
d. Monasteries
12. Blaise Pascal was known for all of the followingexcept
a. Rejecting scientific inquiry on Christian principles
b.Building a calculating machine
c.Inventing probability theory
9. Francis Bacon is known for his
a. Enthusiastic encouragement of scientific research
b.Opposition to heliocentrism
c. Dissection of corpses
10. 17th century scientific investigation was primarily fundedby
a. scientists themselves
b. businessmen
c.Princely Courts
d. Monasteries
12. Blaise Pascal was known for all of the followingexcept
a. Rejecting scientific inquiry on Christian principles
b.Building a calculating machine
c.Inventing probability theory
Solution
9. a
10. a
12. b.
9. A set of 50 data values has a mean of 16 and a variance of 4. I.pdf
9. A set of 50 data values has a mean of 16 and a variance of 4.
I. Find the standard score (z) for a data value = 12.
II. Find the probability of a data value > 12.
III. Find the probability of a data value < 12.
Show all work.
(Points : 8)
Solution
I. P(z=12) z=(16-12)/2=2 II. 1-P(z<2) =0.0228 III.0.9772.
9) _ are typically the largest proportion of workers hired abroad an.pdf
9) _ are typically the largest proportion of workers hired abroad and usually work in
manufacturing, assembly, basic service activites, clerical work, and other nonmanagerial
functions.
A) Third-country nationals
B) Host-country nationals
C) Parent-country nationals
D) Home-country nationals
Solution
B) Host-country nationals.
9) The function which provides the most detailed description for the.pdf
9) The function which provides the most detailed description for the
realizations of a random variable is
A. the cumulative distribution function, cdf F(.)
B. the probability density (mass) function, pdf f(.)
C. the quantile function, Q(.)
D. the survival function, S(.)
E. all the above functions are equivalent.
Solution
B. the probability density (mass) function, pdf f(.).
9 years ago, Miller Sons Inc. earned $1.08 per share. Its earnings t.pdf
9 years ago, Miller Sons Inc. earned $1.08 per share. Its earnings this year were $2.99. What was
the growth rate in earnings per share (EPS) over the 9-year period? State your answer as a
percentage to two decimal places.
Solution
Ans) Today EPS = $2.99 9 Years Ago Miller Sons Inc EPS = $1.08 Different =
$1.91 Growth Rate of EPS compare to 9 years period Return as below Today EPS-
Dividend on 9th year/Dividend on 9th Year 2.99-1.08/1.08 Growth Rate in EPS
176.85%.
825 413 350 625Solution cards sele.pdf
8/25
4/13
3/50
6/25
Solution
cards selectd = {5,9} cards selected to win = { 6,7,8 } of each color there are 4
different types = so total cards = 3*4 = 12 third card can be choosen in 12 ways to win no of
ways to choose third card : P (winning) = 12/50 = 6/25 D) is the option !!.
8427 Can you please tell me the steps tooSolution .pdf
8\\427
Can you please tell me the steps too?
Solution
427/8 = 50 R27 27/8 = 3 R3 hence ans =(50+3) R3 = 53 R3 here R stands for
remainder 50 and 3 are the quotients and 27 and 3 are remainders when divided by 8 the numbers
427 and 27 respectively.
8. Roye Kennel uses tenant-days as its measure of activity; an .pdf
8.
Roye Kennel uses tenant-days as its measure of activity; an animal housed in the kennel for one
day is counted as one tenant-day. During September, Kennel budgeted for 4,900 tenant-days, but
its actual level of activity was 4,930 tenant-days. Kennel has provided the following data
concerning the formulas used in its budgeting and its actual results for September:
Data used in budgeting:
Fixed element
per month Variable element per tenant-day
Revenue — $35.40
Wages and salaries $2,100 $8.80
Food and supplies 1,300 15.30
Facility expenses 7,700 4.30
Administrative expenses 6,200 0.10
Total expenses
$17,300
$28.50
Actual results for September:
Revenue $150,135
Wages and salaries $28,680
Food and supplies $77,130
Facility expenses $28,225
Administrative expenses $7,108
The spending variance for Food and supplies in September would be closest to:
$860 U
$860 F
$401 U
$401 F
Solution
Answer:
Spending Variance of Food and supplies
= Actual Expenses - Flexible budget cost = $77,130 - 1,300 + 4,930*15.3 = $77,130 - $76,729 =
$401 (U).
8. The analyst in Question #7 interviews 50 Texans between the ages .pdf
8. The analyst in Question #7 interviews 50 Texans between the ages 21 and 30 on how many
hours they work per week. In statistics, what do we call the 50 Texans interviewed by the analyst
for this study? A.Young workers B.Sample C.Sub-population D.Population
Solution
B.Sample
Since the sample is taken from population.
8. Let I belong to R be an opern interval, let c belong to I and let.pdf
8. Let I belong to R be an opern interval, let c belong to I and let f:I->R be a function. suppose
that f is differentiabel at c. let f2= f*f. prove that [f2]\'c=2f(c) f\'(c). without using any theorms
about differentiation.
Solution
GIVEN F[I]= R F^2 = F \' * F TO SHOW THAT.
8. Problems and Applications Q2Indicate whether each.pdf
8. Problems and Applications Q2
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
8. Problems and Applications Q2
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run ag.
8. Preparing a cash budgetGazzo Inc. is a distributor of mens , .pdf
8. Preparing a cash budget
Gazzo Inc. is a distributor of men\'s , women\'s, and children\'s shoes. The company imports
shoes primarily from Europe and sells them to specialty clothing and shoe stores around the
country. The company\'s chief accountant has gathered the following information to aid in the
preparation of a cash budget for the second quarter of 2015.
The company expects to pay cash on its Accounts Payable for manufacturing costs during the
three months as follows:
April $992,410
May 1,069,028
June 1,534,117
A. Cash payments for manufacturing costs for each month are first calculated on which form?
Choice from the following:
Direct materials purchased budget.
Budgeted income statement.
Schedule of payment for manufacturing costs.
B. Complete the following cash budget from Gazzo Inc.:
Gazzo Inc. Cash Budget For the Quarter ending June 30,2015
Estimated cash payments for:AprilMayJuneInterest revenue from
investments$2,550$2,759$1,990Estimated cash collections of accounts
receivable2,789,8002,767,7802,770,400Interest payments on a line of
credit13,26011,06015,509Income tax paymentsPurchase of factory equipment for
cash1,227,2601,642,010734,408Selling and administrative expense cash
payments204,390197,910210,600Minimun cash balance255,000255,000255,000Cash balance at
beginning of month266,240
Solution.
8.12 How does power relate to Type II errorsSolution .pdf
8.12 How does power relate to Type II errors?
Solution
A type II error, also known as an error of the second kind, occurs when the null
hypothesis is false, but it is erroneously accepted as true. It is missing to see what is present, a
miss. A type II error may be compared with a so-called false negative (where an actual \'hit\' was
disregarded by the test and seen as a \'miss\') in a test checking for a single condition with a
definitive result of true or false. A Type II error is committed when we fail to believe a truth.[1]
In terms of folk tales, an investigator may fail to see the wolf (\"failing to raise an alarm\"; see
Aesop\'s story of The Boy Who Cried Wolf). Again, H0: no wolf. The rate of the type II error is
denoted by the Greek letter (beta) and related to the power of a tes.
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Artificial Intelligence (AI) technologies such as Generative AI, Image Generators and Large Language Models have had a dramatic impact on teaching, learning and assessment over the past 18 months. The most immediate threat AI posed was to Academic Integrity with Higher Education Institutes (HEIs) focusing their efforts on combating the use of GenAI in assessment. Guidelines were developed for staff and students, policies put in place too. Innovative educators have forged paths in the use of Generative AI for teaching, learning and assessments leading to pockets of transformation springing up across HEIs, often with little or no top-down guidance, support or direction.
This Gasta posits a strategic approach to integrating AI into HEIs to prepare staff, students and the curriculum for an evolving world and workplace. We will highlight the advantages of working with these technologies beyond the realm of teaching, learning and assessment by considering prompt engineering skills, industry impact, curriculum changes, and the need for staff upskilling. In contrast, not engaging strategically with Generative AI poses risks, including falling behind peers, missed opportunities and failing to ensure our graduates remain employable. The rapid evolution of AI technologies necessitates a proactive and strategic approach if we are to remain relevant.
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9) The function which provides the most detailed description for the.pdf
9) The function which provides the most detailed description for the
realizations of a random variable is
A. the cumulative distribution function, cdf F(.)
B. the probability density (mass) function, pdf f(.)
C. the quantile function, Q(.)
D. the survival function, S(.)
E. all the above functions are equivalent.
Solution
B. the probability density (mass) function, pdf f(.).
9 years ago, Miller Sons Inc. earned $1.08 per share. Its earnings t.pdf
9 years ago, Miller Sons Inc. earned $1.08 per share. Its earnings this year were $2.99. What was
the growth rate in earnings per share (EPS) over the 9-year period? State your answer as a
percentage to two decimal places.
Solution
Ans) Today EPS = $2.99 9 Years Ago Miller Sons Inc EPS = $1.08 Different =
$1.91 Growth Rate of EPS compare to 9 years period Return as below Today EPS-
Dividend on 9th year/Dividend on 9th Year 2.99-1.08/1.08 Growth Rate in EPS
176.85%.
825 413 350 625Solution cards sele.pdf
8/25
4/13
3/50
6/25
Solution
cards selectd = {5,9} cards selected to win = { 6,7,8 } of each color there are 4
different types = so total cards = 3*4 = 12 third card can be choosen in 12 ways to win no of
ways to choose third card : P (winning) = 12/50 = 6/25 D) is the option !!.
8427 Can you please tell me the steps tooSolution .pdf
8\\427
Can you please tell me the steps too?
Solution
427/8 = 50 R27 27/8 = 3 R3 hence ans =(50+3) R3 = 53 R3 here R stands for
remainder 50 and 3 are the quotients and 27 and 3 are remainders when divided by 8 the numbers
427 and 27 respectively.
8. Roye Kennel uses tenant-days as its measure of activity; an .pdf
8.
Roye Kennel uses tenant-days as its measure of activity; an animal housed in the kennel for one
day is counted as one tenant-day. During September, Kennel budgeted for 4,900 tenant-days, but
its actual level of activity was 4,930 tenant-days. Kennel has provided the following data
concerning the formulas used in its budgeting and its actual results for September:
Data used in budgeting:
Fixed element
per month Variable element per tenant-day
Revenue — $35.40
Wages and salaries $2,100 $8.80
Food and supplies 1,300 15.30
Facility expenses 7,700 4.30
Administrative expenses 6,200 0.10
Total expenses
$17,300
$28.50
Actual results for September:
Revenue $150,135
Wages and salaries $28,680
Food and supplies $77,130
Facility expenses $28,225
Administrative expenses $7,108
The spending variance for Food and supplies in September would be closest to:
$860 U
$860 F
$401 U
$401 F
Solution
Answer:
Spending Variance of Food and supplies
= Actual Expenses - Flexible budget cost = $77,130 - 1,300 + 4,930*15.3 = $77,130 - $76,729 =
$401 (U).
8. The analyst in Question #7 interviews 50 Texans between the ages .pdf
8. The analyst in Question #7 interviews 50 Texans between the ages 21 and 30 on how many
hours they work per week. In statistics, what do we call the 50 Texans interviewed by the analyst
for this study? A.Young workers B.Sample C.Sub-population D.Population
Solution
B.Sample
Since the sample is taken from population.
8. Let I belong to R be an opern interval, let c belong to I and let.pdf
8. Let I belong to R be an opern interval, let c belong to I and let f:I->R be a function. suppose
that f is differentiabel at c. let f2= f*f. prove that [f2]\'c=2f(c) f\'(c). without using any theorms
about differentiation.
Solution
GIVEN F[I]= R F^2 = F \' * F TO SHOW THAT.
8. Problems and Applications Q2Indicate whether each.pdf
8. Problems and Applications Q2
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
8. Problems and Applications Q2
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run aggregate supply.
Event
Effect on Long-Run Aggregate Supply
Increase
Decrease
No EffectThe United States experiences a wave of immigration.
Congress raises the minimum wage to $10 per hour.
Intel invents a new and more powerful computer chip.
A severe hurricane damages factories along the East Coast.
Indicate whether each of the following events will increase, decrease, or have no effect on long-
run ag.
8. Preparing a cash budgetGazzo Inc. is a distributor of mens , .pdf
8. Preparing a cash budget
Gazzo Inc. is a distributor of men\'s , women\'s, and children\'s shoes. The company imports
shoes primarily from Europe and sells them to specialty clothing and shoe stores around the
country. The company\'s chief accountant has gathered the following information to aid in the
preparation of a cash budget for the second quarter of 2015.
The company expects to pay cash on its Accounts Payable for manufacturing costs during the
three months as follows:
April $992,410
May 1,069,028
June 1,534,117
A. Cash payments for manufacturing costs for each month are first calculated on which form?
Choice from the following:
Direct materials purchased budget.
Budgeted income statement.
Schedule of payment for manufacturing costs.
B. Complete the following cash budget from Gazzo Inc.:
Gazzo Inc. Cash Budget For the Quarter ending June 30,2015
Estimated cash payments for:AprilMayJuneInterest revenue from
investments$2,550$2,759$1,990Estimated cash collections of accounts
receivable2,789,8002,767,7802,770,400Interest payments on a line of
credit13,26011,06015,509Income tax paymentsPurchase of factory equipment for
cash1,227,2601,642,010734,408Selling and administrative expense cash
payments204,390197,910210,600Minimun cash balance255,000255,000255,000Cash balance at
beginning of month266,240
Solution.
8.12 How does power relate to Type II errorsSolution .pdf
8.12 How does power relate to Type II errors?
Solution
A type II error, also known as an error of the second kind, occurs when the null
hypothesis is false, but it is erroneously accepted as true. It is missing to see what is present, a
miss. A type II error may be compared with a so-called false negative (where an actual \'hit\' was
disregarded by the test and seen as a \'miss\') in a test checking for a single condition with a
definitive result of true or false. A Type II error is committed when we fail to believe a truth.[1]
In terms of folk tales, an investigator may fail to see the wolf (\"failing to raise an alarm\"; see
Aesop\'s story of The Boy Who Cried Wolf). Again, H0: no wolf. The rate of the type II error is
denoted by the Greek letter (beta) and related to the power of a tes.
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