Solve and select the correct answer:1. The distribution function for random variable X with p(x) = 2e-2x for x>0 is-(a) 1-e-2x(b) e+2x(c) e-2x(d) 1 + e −2x2. The system function for discrete-time causal system which described by the differenceequation y (n) = 2x(n) – 3y(n - 1) isz(a) H(z):(z+1)²2z(b) H(z) = =(z-1)²(c) H(z):=2zz+32z(d) H(z)=(z+3)²3. The Z-Transform of the sequence x(n) = {ne" u(n) } and its ROC isze-1(a) X(z):=(2-1)²'|z|<1 (b)X(z) ==ze-1(ze-1-1)², z> e¹ (c) X(z) ==ze¹ze¹-1·,|z|> e¯¹.(d) X(z) =,|z|< 14. The unit step response for LTI system which has impulse response h(t) = e¹ u(t) is.(a) (1-e) u(t)(b) (1+ e² ) u(t)(c) u(t)(d) e-tu(t)5. The Eigen values for the matrix[310A=areL24(a) λ₁ = 8, λ₂ = 1(b) λ₁ = -8, λ₂ = 1(c) λ₁ = 8, λ₂ = -](d) λ₁ = 8, λ₂ = -2

Question 1: The distribution function for random variable X with p(x) = 2e-2x for x > 0 is: The…

Answered: Solve and select the correct answer: 1.…

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter6: Power Flows

Section: Chapter Questions

Problem 6.22P

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Similar questions

Explain the difference between cumulative- and differential-compounded connections.
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Reconsider Problem 3.29. If Va,VbandVc are a negative-sequence set, how would the voltage and current relationships change? (a) If C1 is the complex positive-sequence voltage gain in Problem 3.29 and (b) if C2 is the negative sequence complex voltage gain, express the relationship between C1andC2
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