Problem 146 Find a closed form for each of the following s.pdf
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Problem 14.6. Find a closed form for each of the following sums: "mcs" - 2018/6/6 - 13:43 - page 639 - #647 14.7. Asymptotic Notation (a) i=1n(i+20121i+20131)14.7. Asymptotic Notation 639 (a) i =1n(i+20121i+20131) (b) Assuming the following sum equals a polynomial in n, find the polynomial. Then verify by induction that the sum equals the polynomial you find. i=1ni3.
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Problem Solvinf Activity Fer each response 17 State whethe.pdf
Problem Solvinf Activity Fer each response, [17 State whetheryou are ACCEPTING or
MEJECTING that shatiment. (2n) Write a datailed euplanation Wiry you ACCEPT of AEJECT MIL
of the choices. PRORCEME Mr. Keys aas drivg wo work when he was he braadise by a car tat tas
trough the nod loht. When appeared as trouph he had a fracture in ine weinty of the Cc iatietra.
Gyen tis momptors, which of the tolowing ls most llenty? A. Mr. Keys' phinumotavle center had
been infurat. B. Mr. Koyes' medulls had been ingured. C. Mr, Meys was under control of the
paraynpathetic division of tin autonomie nervous system. D.- Mr. Keys recelved damage that was
interfering with the patwery af the phranic nerve. E. Mr, Keys had damage to the diophragen and
intereestal muches.Problem solving Activity. For each response. [1] State whether you are
ACCEPTDWG or PCE JECTING mat statement. (2.) Write a detailed explaration WriY you
AcCtPT or REUECT ALL, of the cheices. PROALEM: Mr. Keyn was doking os wok when the wam
ra broadpde by a car Rat ras troush the red kght. When. his polse wits fast ifs beod was lond at on
unumed atye. and the emergency crew staded that it. the sollowing is moet exolye A. Mr. Meys'
poevmotaxic cetter had been injured. B. Mr. Keys' medulla had been inyured. c. Mr. Keys was
under controf of the purasympathatic division of the autonemic narvous system. D. Mr. Koys
recelved damage that was interfering with the puthery of the phronic nerve. E. Mr. Keys had
damage to the diaphragm and intercostal muscees..
Problem How do you copy a file Analyze the problem and con.pdf
Problem: How do you copy a file?
Analyze the problem and consider alternate solutions:
Objective: reproduce a file.
Elements: (output) newfile, (input) oldfile
Relations: copy,reproduce, create a copy, photocopy, ...
Algorithm:
?
1
2
3
4
5
6
7
8
9
10
11
12
determine which file to copy from
find the oldfile
if cannot find oldfile, ???? else continue
determine which file to copy to
find the newfile
if newfile exists, ????? else continue
prepare (open) oldfile
prepare (open) newfile
transfer data from oldfile to newfile
put away (close) oldfile
put away (close) newfile
display the outcome
Note that our pseudocode is generic enough to follow a manual or a computerized process.
To construct a solution in the bash environment, we need to do some preparations:
1. Create a file for each script (do not get into the habit of just adding to the same file - one
solution, one file). For each variation (version), copy the current file to a file that identifies the
version. For example:
~$ mkdir bin
~$ cd bin
~/bin$ vi copy
.
.
.
~/bin$ cp copy copy.verA
~/bin$ vi copy
.
.
.
~/bin$ cp copy copy.verB
...and so on.
2. In your ~/bin directory (as demonstrated above), create a file called "copy", enter the code as
shown below, save the file and change the permissions so that you can execute the file.
~/bin$ vi copy
~/bin$ chmod 705 copy
3. Learn more about bash shell by examining the manual page: man bash
Let's return to the problem. From modelling example solutions, a number of questions should
come to mind, such as
What is a file? regular file? directory? special file?
Where do these values come from? are they chosen arbitrarily, by the user, by another program?
Identify other relevant information.
Identify and describe uncertainties about the interpretation of the problem.
Let's examine what happens to our solution as we make different assumptions about the problem
Stop and analyze:
Explore other alternatives and related assumptions.
Explore the implications of ambiguities when analysing a problem.
Consider the impact of alternative solutions on various types of users.
Plan and document how to test potential solutions.
Recognize and control your own biases when choosing a solution.
1 determine which file to copy from
2 find the oldfile
3 if cannot find oldfile, ???? else continue
4 determine which file to copy to
5 find the newfile
6 if newfile exists, ????? else continue
7 prepare (open) oldfile
8 prepare (open) newfile
9 transfer data from oldfile to newfile
10 put away (close) oldfile
11 put away (close) newfile
12 display the outcome
Version A: ....the first version is incomplete, yet provides a wealth of information that we address
one step at a time. r/bin$ copy.
Problem Random variable XY is Gaussian with mean Y varianc.pdf
Problem: Random variable XY is Gaussian with mean Y, variance 2Y, where Y is an exponential
r.v. with parameter . Find: (a) E(XY) (b) E(X2Y) (c) E(X2Y2) (d) E((Xmx)2(Ymy)) (e) (f) MMSEE of
XY=0.5 (g) MSE of MMSEE of XY=0.5 (h) MMSEE of X2Y.
Problem A pair of dice is thrown are the random variable z .pdf
Problem: A pair of dice is thrown are the random variable z is depined such that z gives the sum of
the fwo numbers that appear. Do the following: a.) Constract a probability distribution and ceate
histogram. b. Compunte the mean og the distrilution c.) Compente the variance and stardend
deviaton i.) Lhteranut the reentt..
Problem AIFS is thinking about hedging risk of hotel book.pdf
Problem: AIFS is thinking about hedging -risk of hotel bookings for US students travelling to EU.
Assume they plan for 25,000 students and need 1000/student. Financials assume $1.22/ , and are
produce a profit of $5M at that cost level.
Provide calculation data, and graph the P&L assuming this exchange rate varies from $1.01/ to
$1.48/ and no hedging.
Repeat Part a assuming 100% hedge with forward contracts (specify long or short), when the
forward price is $1.22/ .
Repeat Part a, assuming 100% hedge with options (specify puts or calls, long or short), with a
strike price of $1.22/ . Assume that the cost is 5% of the contract value..
Problem B Cont of the Problem A Now after you learned and .pdf
Problem B Cont. of the Problem A Now, after you learned and used various user-interface
controls(RadioButton, CheckBox, ComboBox, Label and Button), let's use some more by adding
more features to your Coffee Shop. 1) Upgrade your program, so that user can see an image of
the drink and some information about it, based on their choice Ex: Note: Don't forget that an image
and the description must change every time a user changes its drink choice. 2) Replace
CheckBoxes so that the user can select the add in a ListViow and display pictures of the selected
items in the image views. EX: 3) Add one more feature for the "Place Order" button click event.
Calculate the total cost of the drink(Price depends only on the Drink and Milk choice) All Additions
are free. Ex: Amount due: K2T 700.
Problem 8T2 The code below attached to the Lab 7 is tem.pdf
Problem 8(T2). The code below (attached to the Lab 7) is template code with some missing to be
filled in
Fill in the code to perform move along the circular trajectory CCW and CW by right and left click
respectively, according to the figure shown in solutions section:
#include <windows.h> #include <stdlib.h> #include <GL/glut.h> #include <math.h> #include
<string.h>
bool start = false;
GLint wx=400;
GLint wy=400;
GLfloat Size=30;
GLfloat Color[]= {1,0,1,0}; bool decrease=true;
//big circle
float angle=0;
float Rbig=wx/5;
float xc=wx/2, yc=wy/2;
float Xbig=xc+Rbig*cos(angle);
float Ybig=yc+Rbig*cos(angle);
void output_Text(float x, float y, char *text) {
int len, i;
glColor3f(1, 0, 0); //red text glRasterPos3f(x, y, 0);
len = (int)strlen(text);
for (i = 0; i < len; i++)
{
glutBitmapCharacter(GLUT_BITMAP_8_BY_13, text[i]); }
}
void draw_Circle(GLfloat X, GLfloat Y, GLfloat size) {
double x,y,t;
glBegin (GL_POLYGON); for (t=0; t<=2*M_PI; {
x=X+size*cos(t); y=Y+size*sin(t); glVertex2d(x,y);
}
glEnd(); }
void Change_Position() {
//Your Code Here }
void Draw_Big() {
t+=0.01)
double x,y,t;
glBegin (GL_LINE_LOOP);
for (t=0; t<=2*M_PI; t+=0.01) {
x=xc+Rbig*cos(t); y=yc+Rbig*sin(t); glVertex2d(x,y);
}
glEnd(); }
void myDisplay(void) {
glClear(GL_COLOR_BUFFER_BIT);
glColor4fv(Color);
Draw_Big();
Change_Position();
draw_Circle(Xbig,Ybig,Size/2);
output_Text(5,20,"Right click to rotate the ball CW"); output_Text(5,40,"Left click to rotate the ball
CCW"); glutSwapBuffers();
}
void mouse(GLint button, GLint state, GLint x, GLint y) {
//Your Code Here
myDisplay(); }
void resize(int w, int h) {
glClear(GL_COLOR_BUFFER_BIT); glMatrixMode(GL_PROJECTION); glViewport(0, 0, w, h);
glLoadIdentity();
gluOrtho2D(0.0, 1.0*w, 0.0, 1.0*h); wx=w;
wy=h; }
void myInit(void)
Lab 7, Computer Graphics with Applications 2022
1
{
glClearColor(1, 1, 1, 0);
glColor4fv(Color);
glMatrixMode(GL_PROJECTION);
glLoadIdentity( );
gluOrtho2D(0.0, wx, 0.0, wy); // set the word coordinate system
}
int main(int argc, char** argv) {
glutInit(&argc, argv); glutInitDisplayMode(GLUT_DOUBLE | GLUT_RGB); glutInitWindowSize(wx,
wy); glutInitWindowPosition(0, 0); glutCreateWindow("problem 8 solution"); myInit();
glutDisplayFunc(myDisplay); glutReshapeFunc(resize); glutMouseFunc(mouse);
glutMainLoop();
}
Problem 8(T2). The code below (attached to the Lab 7) is template code with some missing to be
filled in
Fill in the code to perform move along the circular trajectory CCW and CW by right and left click
respectively, according to the figure shown in solutions section:
#include <windows.h> #include <stdlib.h> #include <GL/glut.h> #include <math.h> #include
<string.h>
bool start = false;
GLint wx=400;
GLint wy=400;
GLfloat Size=30;
GLfloat Color[]= {1,0,1,0}; bool decrease=true;
//big circle
float angle=0;
float Rbig=wx/5;
float xc=wx/2, yc=wy/2;
float Xbig=xc+Rbig*cos(angle);
float Ybig=yc+Rbig*cos(angle);
void output_Text(float x, float y, char *text) {
int len, i;
glColor3f(1, 0, 0); //red text glR.
Recommended
Problem Solvinf Activity Fer each response 17 State whethe.pdf
Problem Solvinf Activity Fer each response, [17 State whetheryou are ACCEPTING or
MEJECTING that shatiment. (2n) Write a datailed euplanation Wiry you ACCEPT of AEJECT MIL
of the choices. PRORCEME Mr. Keys aas drivg wo work when he was he braadise by a car tat tas
trough the nod loht. When appeared as trouph he had a fracture in ine weinty of the Cc iatietra.
Gyen tis momptors, which of the tolowing ls most llenty? A. Mr. Keys' phinumotavle center had
been infurat. B. Mr. Koyes' medulls had been ingured. C. Mr, Meys was under control of the
paraynpathetic division of tin autonomie nervous system. D.- Mr. Keys recelved damage that was
interfering with the patwery af the phranic nerve. E. Mr, Keys had damage to the diophragen and
intereestal muches.Problem solving Activity. For each response. [1] State whether you are
ACCEPTDWG or PCE JECTING mat statement. (2.) Write a detailed explaration WriY you
AcCtPT or REUECT ALL, of the cheices. PROALEM: Mr. Keyn was doking os wok when the wam
ra broadpde by a car Rat ras troush the red kght. When. his polse wits fast ifs beod was lond at on
unumed atye. and the emergency crew staded that it. the sollowing is moet exolye A. Mr. Meys'
poevmotaxic cetter had been injured. B. Mr. Keys' medulla had been inyured. c. Mr. Keys was
under controf of the purasympathatic division of the autonemic narvous system. D. Mr. Koys
recelved damage that was interfering with the puthery of the phronic nerve. E. Mr. Keys had
damage to the diaphragm and intercostal muscees..
Problem How do you copy a file Analyze the problem and con.pdf
Problem: How do you copy a file?
Analyze the problem and consider alternate solutions:
Objective: reproduce a file.
Elements: (output) newfile, (input) oldfile
Relations: copy,reproduce, create a copy, photocopy, ...
Algorithm:
?
1
2
3
4
5
6
7
8
9
10
11
12
determine which file to copy from
find the oldfile
if cannot find oldfile, ???? else continue
determine which file to copy to
find the newfile
if newfile exists, ????? else continue
prepare (open) oldfile
prepare (open) newfile
transfer data from oldfile to newfile
put away (close) oldfile
put away (close) newfile
display the outcome
Note that our pseudocode is generic enough to follow a manual or a computerized process.
To construct a solution in the bash environment, we need to do some preparations:
1. Create a file for each script (do not get into the habit of just adding to the same file - one
solution, one file). For each variation (version), copy the current file to a file that identifies the
version. For example:
~$ mkdir bin
~$ cd bin
~/bin$ vi copy
.
.
.
~/bin$ cp copy copy.verA
~/bin$ vi copy
.
.
.
~/bin$ cp copy copy.verB
...and so on.
2. In your ~/bin directory (as demonstrated above), create a file called "copy", enter the code as
shown below, save the file and change the permissions so that you can execute the file.
~/bin$ vi copy
~/bin$ chmod 705 copy
3. Learn more about bash shell by examining the manual page: man bash
Let's return to the problem. From modelling example solutions, a number of questions should
come to mind, such as
What is a file? regular file? directory? special file?
Where do these values come from? are they chosen arbitrarily, by the user, by another program?
Identify other relevant information.
Identify and describe uncertainties about the interpretation of the problem.
Let's examine what happens to our solution as we make different assumptions about the problem
Stop and analyze:
Explore other alternatives and related assumptions.
Explore the implications of ambiguities when analysing a problem.
Consider the impact of alternative solutions on various types of users.
Plan and document how to test potential solutions.
Recognize and control your own biases when choosing a solution.
1 determine which file to copy from
2 find the oldfile
3 if cannot find oldfile, ???? else continue
4 determine which file to copy to
5 find the newfile
6 if newfile exists, ????? else continue
7 prepare (open) oldfile
8 prepare (open) newfile
9 transfer data from oldfile to newfile
10 put away (close) oldfile
11 put away (close) newfile
12 display the outcome
Version A: ....the first version is incomplete, yet provides a wealth of information that we address
one step at a time. r/bin$ copy.
Problem Random variable XY is Gaussian with mean Y varianc.pdf
Problem: Random variable XY is Gaussian with mean Y, variance 2Y, where Y is an exponential
r.v. with parameter . Find: (a) E(XY) (b) E(X2Y) (c) E(X2Y2) (d) E((Xmx)2(Ymy)) (e) (f) MMSEE of
XY=0.5 (g) MSE of MMSEE of XY=0.5 (h) MMSEE of X2Y.
Problem A pair of dice is thrown are the random variable z .pdf
Problem: A pair of dice is thrown are the random variable z is depined such that z gives the sum of
the fwo numbers that appear. Do the following: a.) Constract a probability distribution and ceate
histogram. b. Compunte the mean og the distrilution c.) Compente the variance and stardend
deviaton i.) Lhteranut the reentt..
Problem AIFS is thinking about hedging risk of hotel book.pdf
Problem: AIFS is thinking about hedging -risk of hotel bookings for US students travelling to EU.
Assume they plan for 25,000 students and need 1000/student. Financials assume $1.22/ , and are
produce a profit of $5M at that cost level.
Provide calculation data, and graph the P&L assuming this exchange rate varies from $1.01/ to
$1.48/ and no hedging.
Repeat Part a assuming 100% hedge with forward contracts (specify long or short), when the
forward price is $1.22/ .
Repeat Part a, assuming 100% hedge with options (specify puts or calls, long or short), with a
strike price of $1.22/ . Assume that the cost is 5% of the contract value..
Problem B Cont of the Problem A Now after you learned and .pdf
Problem B Cont. of the Problem A Now, after you learned and used various user-interface
controls(RadioButton, CheckBox, ComboBox, Label and Button), let's use some more by adding
more features to your Coffee Shop. 1) Upgrade your program, so that user can see an image of
the drink and some information about it, based on their choice Ex: Note: Don't forget that an image
and the description must change every time a user changes its drink choice. 2) Replace
CheckBoxes so that the user can select the add in a ListViow and display pictures of the selected
items in the image views. EX: 3) Add one more feature for the "Place Order" button click event.
Calculate the total cost of the drink(Price depends only on the Drink and Milk choice) All Additions
are free. Ex: Amount due: K2T 700.
Problem 8T2 The code below attached to the Lab 7 is tem.pdf
Problem 8(T2). The code below (attached to the Lab 7) is template code with some missing to be
filled in
Fill in the code to perform move along the circular trajectory CCW and CW by right and left click
respectively, according to the figure shown in solutions section:
#include <windows.h> #include <stdlib.h> #include <GL/glut.h> #include <math.h> #include
<string.h>
bool start = false;
GLint wx=400;
GLint wy=400;
GLfloat Size=30;
GLfloat Color[]= {1,0,1,0}; bool decrease=true;
//big circle
float angle=0;
float Rbig=wx/5;
float xc=wx/2, yc=wy/2;
float Xbig=xc+Rbig*cos(angle);
float Ybig=yc+Rbig*cos(angle);
void output_Text(float x, float y, char *text) {
int len, i;
glColor3f(1, 0, 0); //red text glRasterPos3f(x, y, 0);
len = (int)strlen(text);
for (i = 0; i < len; i++)
{
glutBitmapCharacter(GLUT_BITMAP_8_BY_13, text[i]); }
}
void draw_Circle(GLfloat X, GLfloat Y, GLfloat size) {
double x,y,t;
glBegin (GL_POLYGON); for (t=0; t<=2*M_PI; {
x=X+size*cos(t); y=Y+size*sin(t); glVertex2d(x,y);
}
glEnd(); }
void Change_Position() {
//Your Code Here }
void Draw_Big() {
t+=0.01)
double x,y,t;
glBegin (GL_LINE_LOOP);
for (t=0; t<=2*M_PI; t+=0.01) {
x=xc+Rbig*cos(t); y=yc+Rbig*sin(t); glVertex2d(x,y);
}
glEnd(); }
void myDisplay(void) {
glClear(GL_COLOR_BUFFER_BIT);
glColor4fv(Color);
Draw_Big();
Change_Position();
draw_Circle(Xbig,Ybig,Size/2);
output_Text(5,20,"Right click to rotate the ball CW"); output_Text(5,40,"Left click to rotate the ball
CCW"); glutSwapBuffers();
}
void mouse(GLint button, GLint state, GLint x, GLint y) {
//Your Code Here
myDisplay(); }
void resize(int w, int h) {
glClear(GL_COLOR_BUFFER_BIT); glMatrixMode(GL_PROJECTION); glViewport(0, 0, w, h);
glLoadIdentity();
gluOrtho2D(0.0, 1.0*w, 0.0, 1.0*h); wx=w;
wy=h; }
void myInit(void)
Lab 7, Computer Graphics with Applications 2022
1
{
glClearColor(1, 1, 1, 0);
glColor4fv(Color);
glMatrixMode(GL_PROJECTION);
glLoadIdentity( );
gluOrtho2D(0.0, wx, 0.0, wy); // set the word coordinate system
}
int main(int argc, char** argv) {
glutInit(&argc, argv); glutInitDisplayMode(GLUT_DOUBLE | GLUT_RGB); glutInitWindowSize(wx,
wy); glutInitWindowPosition(0, 0); glutCreateWindow("problem 8 solution"); myInit();
glutDisplayFunc(myDisplay); glutReshapeFunc(resize); glutMouseFunc(mouse);
glutMainLoop();
}
Problem 8(T2). The code below (attached to the Lab 7) is template code with some missing to be
filled in
Fill in the code to perform move along the circular trajectory CCW and CW by right and left click
respectively, according to the figure shown in solutions section:
#include <windows.h> #include <stdlib.h> #include <GL/glut.h> #include <math.h> #include
<string.h>
bool start = false;
GLint wx=400;
GLint wy=400;
GLfloat Size=30;
GLfloat Color[]= {1,0,1,0}; bool decrease=true;
//big circle
float angle=0;
float Rbig=wx/5;
float xc=wx/2, yc=wy/2;
float Xbig=xc+Rbig*cos(angle);
float Ybig=yc+Rbig*cos(angle);
void output_Text(float x, float y, char *text) {
int len, i;
glColor3f(1, 0, 0); //red text glR.
Problem 723 Stock Valuation LO 1 Youve collected the fol.pdf
Problem 7-23 Stock Valuation [LO 1] You've collected the following information from your favorite
financial website. According to analysts, the growth rate in dividends for Acevedo for the previous
10 years has been 4.25 percent. If investors feel this growth rate will continue, what is the required
return for the company's stock? Note: Do not round intermediate calculations and enter your
answer as a percent rounded to 2 decimal places, e.g., 32.16..
Problem 62 The historical annual returns of stocks X and Y.pdf
Problem 6.2. The historical annual returns of stocks X and Y are:
Year 2015: Return on stock X (-12%); Return on stock Y (-10%)
Year 2016: Return on stock X (3%); Return on stock Y (5%)
Year 2017: Return on stock X (18%); Return on stock Y (15%)
Year 2018: Return on stock X (7%); Return on stock Y (13%)
Year 2019: Return on stock X (22%); Return on stock Y (28%)
Year 2020: Return on stock X (8%); Return on stock Y (9%)
Year 2021: Return on stock X (-4%); Return on stock Y (-8%)
Year 2022: Return on stock X (14%); Return on stock Y (12%)
Calculate the average return and the standard deviation of return of a portfolio that invests
$2000 in X and $3000 in Y. Please show ALL workings.
Problem 6 20 Points Sketch the output waveforms Q1Q2Q3.pdf
Problem 6. (20 Points) Sketch the output waveforms Q1,Q2,Q3,Q4 for the Shift Registers below
when shifting 4-bit input data 11012 a. SISO mode b. SIPO modec. PIPO mode d. PISO mode a1
02 a3 a4.
Problem 53 The historical annual returns of a stock are Y.pdf
Problem 5.3. The historical annual returns of a stock are:
Year 2015: Return (-12%)
Year 2016: Return (3%)
Year 2017: Return (18%)
Year 2018: Return (7%)
Year 2019: Return (22%)
Year 2020: Return (8%)
Year 2021: Return (-4%)
Year 2022: Return (14%)
Calculate the average return and the standard deviation of return. Please show ALL
workings..
Problem 4 Two continuous random variables X and Y have a jo.pdf
Problem 4: Two continuous random variables X and Y have a joint PDF given by: fXY(x,y)={Axy,0,
when0x2,0y2else (a) Find the value of the parameter A. (b) Find P(XY1). (c) Find E[XY]. (d) Find
the PDF of X and the PDF of Y. (e) Find E[X] and E[Y]. Are the two variables uncorrelated?.
PROBLEM 4 Honoring Buzz Function Name fancyBuzz Paramet.pdf
PROBLEM 4: Honoring Buzz! Function Name: fancyBuzz() Parameters: - pic-a picture datatype -
borderWidth - a int representing the width of the border Return Value:picture Description: You
have decided to honor buzz! Buzz is amazing and deserves a frame photo. However, buzz is also
getting old and should be honored in this old-fashioned way. Thus, you decide to grayscale the
picture. See the sample results for an example! Note: Your code should work for any picture
passed in, not just "buzz1.jpg" Test Cases: show (fancyBuzz (makePicture ("buzz1.jpg"), 10)).
Problem 4 Closing Entries 22 points Following is an alph.pdf
Problem 4: Closing Entries ( 22 points) Following is an alphabetical list of the assets, liabilities,
revenues, and expenses of Yosemite Sight and Sound, Inc. Prepare Yosemite Sight and Sound's
closing entries. Use the temporary account "Income Summary" as shown in class. No
explanations are needed, but do them in proper order and format..
Problem 4Lexical Semantics The WordNet entry for the nouns .pdf
Problem 4Lexical Semantics
The WordNet entry for the nouns bolt and orange lists multiple distinct senses. For each word,
cluster these senses using the definitions of homonymy and polysemy given in chapter 19. For
any sense that are polysemous, give an argument as to how the sense are related. (NB: You can
browse Wordnet online at http://wordnetweb.princeton.edu/perl/webwn ).
Problem 5 4 pts each part Let A be the language accepted.pdf
Problem 5 ( 4 pts each part): Let A be the language accepted by the DFA M1 and B be the
language accepted by the DFA M2 (see the state diagrams below). (a) Draw a state diagram of an
NFA N1 accepting AUB (union) (b) Draw a state diagram of an NFA N2 accepting A (star
operation).
Problem 4 IP Routing Table Design 20 pts Consider an IP n.pdf
Problem 4 IP Routing Table Design (20 pts): Consider an IP network using IPv4. Suppose a router
has four links, numbered 0 through 3 , and packets are to A. (10pts) Provide a forwarding table
that has five entries (rows), uses longest prefix matching, and forwards packets to the correct link
interfaces. Each entry should contain: network address, network mask, and the interface. B.
(10pts) Given datagrams with the following destination IP addresses, describe how your designed
forwarding table determines the appropriate link interface. 204.35.57.198204.32.22.147
204.76.131.131206.141.144.147.
Problem 4 Buffons needle problem 20 points graded on ac.pdf
Problem 4 (Buffon's needle problem) (20 points, graded on accuracy) Figure 0.1. Needle
intersecting the border of the ruled table A table is ruled with equidistant parallel lines with a
distance D apart. A needle of length L is randomly thrown on the table. See Figure 0.1 , where X
varies between 0 and D/2 and varies between 0 and /2. We assume that X and are uniformly
distributed on those respective intervals. What is the probability that the needle will intersect one
of the lines? (the other possibility being that the needle will be completely contained in the strip
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>D(10 points).
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work..
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Year 2016: Return on stock X (3%); Return on stock Y (5%)
Year 2017: Return on stock X (18%); Return on stock Y (15%)
Year 2018: Return on stock X (7%); Return on stock Y (13%)
Year 2019: Return on stock X (22%); Return on stock Y (28%)
Year 2020: Return on stock X (8%); Return on stock Y (9%)
Year 2021: Return on stock X (-4%); Return on stock Y (-8%)
Year 2022: Return on stock X (14%); Return on stock Y (12%)
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Year 2016: Return (3%)
Year 2017: Return (18%)
Year 2018: Return (7%)
Year 2019: Return (22%)
Year 2020: Return (8%)
Year 2021: Return (-4%)
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