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- Solve the following recurrence relation:x(n) = 2x(n-1) for n>1, and x(1) = 4arrow_forwarddetermine zero state response yzs(t) when x(t) = e-2tu(t-2) given R = 2, L = 1, and H(s) = (R+sL)/(3R+sL), and refer to the image of the circuitarrow_forwardMajor: Signal and Systems for elecrtical engineering students Q: 4cos(x)+5sin(x) = A*cos(x-theta) find A and theta such that the above identity holdsarrow_forward
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- Solve the following recurrence relations.a. x(n) = x(n − 1) + 5 for n > 1, x(1) = 0arrow_forwardHow many poles and zeros the following signal have? Explain your answer. x(n) = a^n, 0<=n<=N-1arrow_forwardWhat is the order of the following transfer function? Explain your answer. Y(s)/X(s) = (3s+2)/(s3 + 4s2 + 2s +1)arrow_forward
- Consider the transfer function below: F(s) = (6s^2 + 1)/(s^3 + 3s^2 + 3s +7) Plot the pole zero map using Matlab.arrow_forwardExamine the stability of the closed-loop systems with T(s) transfer function. Determine the number of the unstable poles. T(s) = ( 10 / (s^5 + 2*(s^4) + 3*(s^3) + 6*(s^2) + 5*s + 3) )arrow_forwardi didnt understand how the slopes were calculated and how the transfer function was initially written/concluded can you please solve it in a more detailed manner and the final answer given to me is H(s)=10 ((s+10)(s+1000))/(s+1) = 10^5 ((s/10+1)(s/1000+1)) / (s+1) are they identical? and please resolve in a more detailed manner as i didnt understand the stuff i stated above. Thank you!arrow_forward
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