Question: Given the convolution y ( t ) = x 1 ( t ) * * x 2 ( t ) , where x 1 (

Given the convolution y(t)=x1(t)**x2(t), where x1(t)=3u(t-4)-3u(t-5) and x2(t)=2u(t), use the Laplace Transform technique to find the convolution result.
y(t)=6tu(t-4)-6(t-5)u(t-5)
y(t)=6(t-4)u(t-4)+6tu(t-5)
y(t)=6(t-4)u(t-4)-6(t-5)u(t-5)
y(t)=6tu(t-4)-6(t-5)u(t-5)
Given the convolution y ( t ) = x 1 ( t ) * * x 2

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