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venkyelectrical
venkyelectrical
Asked: May 24, 2022In: control systems engineering

3. A individual visits a large mango orchard with very large number of very large trees, where the probability of picking a ripe mango is p and is independent of other picked mangoes. The individual decides to pick ripe mangoes from single tree until an unripe mango is picked. If an unripe mango is picked, the individual changes trees. a. Let Ma the number of mangoes picked from the ith tree. What is the PMF, expectation value, and variance of Ma. b. Let Xi be the total number of ripe mangoes picked from i trees. What is the expected value and variance of X3. c. What is the joint PMF of XI and X2? d. Are M3 and X2 independent? Why?

3. A individual visits a large mango orchard with very large number of very large trees, where the probability of picking a ripe mango is p and is independent of other picked mangoes. The individual decides to pick ripe mangoes ...

electrical computers
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venkyelectrical
venkyelectrical
Asked: May 24, 2022In: control systems engineering

2. Consider the following joint distribution of random variables X and Y. Y a. Find Px(x). b. Calculate E[X]. c. Let Z = max(X,Y). Find Pz(z). d. What is E[Z]? e. Which value(s) ofy maximizes Var(XIY = Y)?

2. Consider the following joint distribution of random variables X and Y. Y a. Find Px(x). b. Calculate E[X]. c. Let Z = max(X,Y). Find Pz(z). d. What is E[Z]? e. Which value(s) ofy maximizes Var(XIY = Y)?

electrical cumputers
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venkyelectrical
venkyelectrical
Asked: May 24, 2022In: control systems engineering

1. A bad marksman takes 12 shots at a target with probability of hitting the target with each shot of 0.2, independent of other shots. Z is the random variable representing the number of hits. a. Calculate and plot the PMF of Z. b. Calculate and plot CDF of Z. (You may desire to manually adjust the plot for our convention) c. What is the probability that 3 < z < 6 shots were hits? d. Find E[Z] and Var[Z] e. If the marksman were to get $x for each shot on target. How much should the marksman expect to get, in order to break even on the $50 entry fee?

1. A bad marksman takes 12 shots at a target with probability of hitting the target with each shot of 0.2, independent of other shots. Z is the random variable representing the number of hits. a. Calculate and plot the ...

electrical cumputers
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venkyelectrical
venkyelectrical
Asked: May 6, 2022In: control systems engineering

6. 10 pts  Use Laplace transforms to solve the damped spring-mass system xi’ +3×1 +2x = 0; x(0) = 1, 40) = —1.

6. 10 pts  Use Laplace transforms to solve the damped spring-mass system xi’ +3×1 +2x = 0; x(0) = 1, 40) = —1.

control systems
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venkyelectrical
venkyelectrical
Asked: May 6, 2022In: control systems engineering

5. a) find the Laplace transform of f(t)= { 21 1 3. b) Find the inverse Laplace transform of F(s)== (s+V-i-4*

5. a) find the Laplace transform of f(t)= { 21 1 < 3; , > 3. b) Find the inverse Laplace transform of F(s)== (s+V-i-4*

control systems
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venkyelectrical
venkyelectrical
Asked: May 6, 2022In: control systems engineering

4. (a) [10 pt] Solve without Laplace transforms: y” —2y’ +5y = 0; y(0) = 1, y'(0) = 5. (b) 110 pt] Find the general solution of y” +4/ = 10ex.

4. (a) [10 pt] Solve without Laplace transforms: y” —2y’ +5y = 0; y(0) = 1, y'(0) = 5. (b) 110 pt] Find the general solution of y” +4/ = 10ex.

control systems
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venkyelectrical
venkyelectrical
Asked: May 6, 2022In: control systems engineering

3. Consider the differential equation —da = f(x) where f has the graph shown. dr (a) 15 pc) Determine the equilibrium solutions. (b) [5 pt] Which solutions in (a) are stable and which are unstable? (c) [5 ptj Sketch the solution which satisfies the initial condition 40) = 4. Label both axes and all relevant intercepts and asymptotes.

3. Consider the differential equation —da = f(x) where f has the graph shown. dr (a) 15 pc) Determine the equilibrium solutions. (b) [5 pt] Which solutions in (a) are stable and which are unstable? (c) [5 ptj Sketch the ...

control systems
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https://lokt.page.link/Gidr <- PRACTICE BLACKJACK

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