![Part D. (LSM 3) The input voltage is a random variable V with a uniform distribution on [0,5]. The output voltage is a random variable W defined by 17. Write the PDF of V using the unit step function u(x) 18. Find the CDF of V on [0,5 c. Fv(v)- 1/5 19. Find the P[W 2] c. PIW-2]=1/5 20. Find the CDF of W on [0,2] a. Fw(w)-w/5 21. Find the PDF of W on [0,2] a. fw(w)-(w)/51/5 e. fw(w)-(w)/5](http://img.homeworklib.com/questions/91b1e960-556b-11eb-9094-913c02012842.png?x-oss-process=image/resize,w_560)
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The answers should be:
17:D
18:B
19:D
20:B
21:B
Please explain the answer of all parts....
The answers are 19. D 20. B 21. E Please show work Thanks Harry is risk...
The answers are
19. D
20. B
21. E
Please show work
Thanks
Harry is risk averse, with utility of wealth U(W) W2. His future wealth is random, due to the probability of 0.20 percent that he will have an accident which would reduce his wealth to $10,000. If he does not have an accident, his wealth will be $250,000. Harry's expected utility of future wealth without insurance against loss equals: a) 199.80 19. b) 288.60 c) 368.40 d) 499.20...
Can you please do 17 b, 18,and 21 and show all work? c) Construct a cumulative...
Can you please do 17 b, 18,and 21 and show all
work?
c) Construct a cumulative distribution table 17) The following table data are characteristics of voting-age population regarding a recent election Males Fem ales Voted 230 370 Did not vote 400 240 a) When a person is chosen at random, find the probability that the person did not vote, given that the person is female b) When a person is chosen at random, find the probability that the person...
please explain all rhanks Search 19:24 If the probability that head is 1/2 and the probability...
please explain all rhanks
Search 19:24 If the probability that head is 1/2 and the probability that the back is 1/2, coin is repeatedly throws twice w1 (H,H) w2=(T,H) w3 (H,T) w4= (T,T) The sample space is {w1,w2,w3,w4} The random variable X: R and the random variable Y: R for all we, the probability P is and is defined P ((w)) X (w) 0 for we{w1,w3} X(w)=1, for w e (w2, w4} Y (w) 0, for we{w1,w2} Y(w)1, for w{w3,...
Find dy/dx of the next relations 16) y e'B 17) y VB 18) y [e'(B] e (Br) are cos(x) 19) y 20) y [e [5 ] 21)y [lo...
Find dy/dx of the next relations
16) y e'B 17) y VB 18) y [e'(B] e (Br) are cos(x) 19) y 20) y [e [5 ] 21)y [log(arctan x)] [logs(arccot x)]
16) y e'B 17) y VB 18) y [e'(B] e (Br) are cos(x) 19) y 20) y [e [5 ] 21)y [log(arctan x)] [logs(arccot x)]
Open book, open notes. No collaboration. Return this sheet along with your answers (17) 1. Assume...
Open book, open notes. No collaboration. Return this sheet along with your answers (17) 1. Assume that a binary communication system sends message "O" as -5 V and message l" as +5 V randomly but with a "I" three times as likely as a "O". Because of uniformly-distributed noise picked up during transmission, a "o" arrives at the receiver input as a voltage uniformly distributed between -7 V and -3 V, and a "" arrives at the receiver input as...
17 b, 18, and 21 please and show all work. c) Construct a cumulative distribution table...
17 b, 18, and 21 please and show all work.
c) Construct a cumulative distribution table 17) The following table data are characteristics of voting age population regarding a recent election Males Fem ales Voted 230 370 Did not vote 400 240 a) When a person is chosen at random, find the probability that the person did not vote, given that the person is female b) When a person is chosen at random, find the probability that the person is...
Fest ALEKS Ca'p. Week 3 Homework < 17 18 19 20 21 22 23 24 Question...
Fest ALEKS Ca'p. Week 3 Homework < 17 18 19 20 21 22 23 24 Question 34 of 37 (1 point) Attempt 1 of 3 Evaluate the combination. 10 = Х 5
18) 19) 20) please all of them d. product market only 17. Which of the following...
18) 19) 20) please all of them
d. product market only 17. Which of the following is held constant along the demand curve? 4. price of the good CD quantity e income d. both a and b 18. What effect is working when the price of a good falls and consumers tend to buy it instead of other goods? a. the income effect. b. the substitution effect. c. the diminishing marginal utility effect. d. the ceteris paribus effect. 19. In...
11 -12 13 14 15 26 18 19 17 Problem 2 (50 pts) The circuit in...
11 -12 13 14 15 26 18 19 17 Problem 2 (50 pts) The circuit in Figure 2 is an inverting summer. It is assumed that the Op Amp is ideal. a. Find the output voltage ve as a function of the inputs e, Find the and v numerical value of va if v,-0.5 V, v) = 1.0 V and v--3.0 V b. The voltage va and v remain at 0.5 V and 1.0 V, respectively. What are the limits...
EEEN 221-assignment 1 × ˇ 21 assignment%201%20(20 18 2019).pdf Question 6) For the circuit of Figure 6: (10 marks) a) U...
EEEN 221-assignment 1 × ˇ 21 assignment%201%20(20 18 2019).pdf Question 6) For the circuit of Figure 6: (10 marks) a) Use the superposition method to find V and 5 marks c) Deduce the power delivered by the voltage source (5 marks) j3002 2A Vo 30Ω 10V 5Ω 100 Figure 6 Question 7) (5 marks) A constant voltage at a frequency of 1 MHz is maintained across a circuit consisting of an inductor in series with a variable capacitor. When the...
The answers are
19. D
20. B
21. E
Please show work
Thanks
Harry is risk averse, with utility of wealth U(W) W2. His future wealth is random, due to the probability of 0.20 percent that he will have an accident which would reduce his wealth to $10,000. If he does not have an accident, his wealth will be $250,000. Harry's expected utility of future wealth without insurance against loss equals: a) 199.80 19. b) 288.60 c) 368.40 d) 499.20...
Can you please do 17 b, 18,and 21 and show all
work?
c) Construct a cumulative distribution table 17) The following table data are characteristics of voting-age population regarding a recent election Males Fem ales Voted 230 370 Did not vote 400 240 a) When a person is chosen at random, find the probability that the person did not vote, given that the person is female b) When a person is chosen at random, find the probability that the person...
please explain all rhanks
Search 19:24 If the probability that head is 1/2 and the probability that the back is 1/2, coin is repeatedly throws twice w1 (H,H) w2=(T,H) w3 (H,T) w4= (T,T) The sample space is {w1,w2,w3,w4} The random variable X: R and the random variable Y: R for all we, the probability P is and is defined P ((w)) X (w) 0 for we{w1,w3} X(w)=1, for w e (w2, w4} Y (w) 0, for we{w1,w2} Y(w)1, for w{w3,...
Find dy/dx of the next relations
16) y e'B 17) y VB 18) y [e'(B] e (Br) are cos(x) 19) y 20) y [e [5 ] 21)y [log(arctan x)] [logs(arccot x)]
16) y e'B 17) y VB 18) y [e'(B] e (Br) are cos(x) 19) y 20) y [e [5 ] 21)y [log(arctan x)] [logs(arccot x)]
Open book, open notes. No collaboration. Return this sheet along with your answers (17) 1. Assume that a binary communication system sends message "O" as -5 V and message l" as +5 V randomly but with a "I" three times as likely as a "O". Because of uniformly-distributed noise picked up during transmission, a "o" arrives at the receiver input as a voltage uniformly distributed between -7 V and -3 V, and a "" arrives at the receiver input as...
17 b, 18, and 21 please and show all work.
c) Construct a cumulative distribution table 17) The following table data are characteristics of voting age population regarding a recent election Males Fem ales Voted 230 370 Did not vote 400 240 a) When a person is chosen at random, find the probability that the person did not vote, given that the person is female b) When a person is chosen at random, find the probability that the person is...
Fest ALEKS Ca'p. Week 3 Homework < 17 18 19 20 21 22 23 24 Question 34 of 37 (1 point) Attempt 1 of 3 Evaluate the combination. 10 = Х 5
18) 19) 20) please all of them
d. product market only 17. Which of the following is held constant along the demand curve? 4. price of the good CD quantity e income d. both a and b 18. What effect is working when the price of a good falls and consumers tend to buy it instead of other goods? a. the income effect. b. the substitution effect. c. the diminishing marginal utility effect. d. the ceteris paribus effect. 19. In...
11 -12 13 14 15 26 18 19 17 Problem 2 (50 pts) The circuit in Figure 2 is an inverting summer. It is assumed that the Op Amp is ideal. a. Find the output voltage ve as a function of the inputs e, Find the and v numerical value of va if v,-0.5 V, v) = 1.0 V and v--3.0 V b. The voltage va and v remain at 0.5 V and 1.0 V, respectively. What are the limits...
EEEN 221-assignment 1 × ˇ 21 assignment%201%20(20 18 2019).pdf Question 6) For the circuit of Figure 6: (10 marks) a) Use the superposition method to find V and 5 marks c) Deduce the power delivered by the voltage source (5 marks) j3002 2A Vo 30Ω 10V 5Ω 100 Figure 6 Question 7) (5 marks) A constant voltage at a frequency of 1 MHz is maintained across a circuit consisting of an inductor in series with a variable capacitor. When the...
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