Obtain the convolution integral to obtain the response y (t) to the input x (t) of the LTI system whose impulse response is h (t). x(t) = u(t) − 2u(t − 2) + u(t − 5) h(t) = e^2t u(1 − t)
Obtain the convolution integral to obtain the response y (t) to the input x (t) of the LTI system whose impulse response is h (t). x(t) = u(t) − 2u(t − 2) + u(t − 5) h(t) = e^2t u(1 − t)
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Obtain the convolution integral to obtain the response y (t) to the input x (t)
of the LTI system whose impulse response is h (t).
x(t) = u(t) − 2u(t − 2) + u(t − 5)
h(t) = e^2t u(1 − t)
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