Example / Find the convolution of the two sequences x[n] and h[n] given by; x[n] = {1,2,2,1,1} ↑ h[n] = {3, 2, 1} ↑

Solve on paper. Find the convolution of the given discrete sequences. x[n] = {2,3,-1,1} h[n] = {3,1,5,6} Write the answer in the box.

Determine the simplest expression for the convolution of the two signals. x3[n] = (₂2)"u[n]_x4[n] = (√2)” cos(§n)u[n]

Given x[n]=(1/6)(u[n]-u[n-6]) and h[n]=u[n]-u[n-39] What is the value of y[n], the convolution of x[n] and h[n], for 5<n<38:

My homework has a 3 sub question. Please help me to answer them and explain.

For the system with input r(t) and output y(t) that are described by the following equations, determine T(s). -3X1 +X2 + 4r dt dx2 dt - 2X1 -r y = X1 - 2X2 %3D

Please answer in typing format solution please only typing format solution please Please in the solution

There is a translational mechanical system given as in figure 1 below. Transfer function for X(s) and transfer function for system 2 is given as X(s) _ 4 3s2 +4.15s+6.75 system 1 is given as F(s) F(s) 4 2s2+2.12s+4.5 6.75 N/m 4.5 N/m 9 N-s/m 5 N-s/m 3 kg 2 kg System 1 System 2 Figure 1: Translational Mechanical System a) Determine the system type. Answer: 0000

H.W. _iFH (s) = 1 (S²³² +45 +13) ² find h(f)

1. Determine the convolution result y[n] of two signals x[n] and h[n] using the analytic method of convolution where x[n] = (1/3)" u[n-2] %3D and h[n] =( 2/3)" u[n+3]. Calculate and sketch at least four nonzero terms of y[n].