Consider the integrator in Figure This system is described in Example 3.1 and has the impulse response h(t)= u(t).
(a) Using the convolution integral, find the system response when the input x(t) is
(i) u(t – 2)
(ii) e–2tu(t)
(iii) tu(t)
(iv) (t + 1) u(t + 1)
(v)
(vi) t2u(t)
(vii) (t – 1) u(t – 1)
(viii) u(t) – u(t – 5)
(b) Verify the results of Part (a) using the system equation
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