Find the convolution y(t) of x(t) and h(t); that is, find $$y ( t ) = h ( t ) * x ( t )$$ $$x ( t ) = u ( t ) - u ( t - 5 ) ,$$ $$h ( t ) = \delta ( t - 10 ) + \delta ( t - 12 )$$

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The Answer of Find the convolution y(t) of x(t) and h(t); that is, find $$y ( t ) = h ( t ) * x ( t )$$ $$x ( t ) = u ( t ) - u ( t - 5 ) ,$$ $$h ( t ) = \delta ( t - 10 ) + \delta ( t - 12 )$$

Find the Convolution Y(t) of X(t) and H(t); That Is y(t)=h(t)∗x(t)y ( t ) = h ( t ) * x ( t )y(t)=h(t)∗x(t)

Find the Convolution Y(t) of X(t) and H(t); That Is $y ( t ) = h ( t ) * x ( t )$