Question: Given x1(t)=bu(t) and x2(t)= 5(u(t)-u(t-4)) a) Use the Convolution Integral to find the result of the following convolution: x(t) x1(t) * x2(t). Clearly state the

Given x1(t)=bu(t) and x2(t)= 5(u(t)-u(t-4)) a) Use the Convolution Integral to

Given x1(t)=bu(t) and x2(t)= 5(u(t)-u(t-4)) a) Use the Convolution Integral to find the result of the following convolution: x(t) x1(t) * x2(t). Clearly state the different reaions and intearation limits Answer: (Summarize Result per Region) x(t) b) Find the convolution proposed in part a) using Laplace. Answer: x(t) = c) Plot the convolution result. 4X(t)

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