If x (t) = 3u (1), the output of the given system is observed to produce...

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If x (t) = 3u (1), the output of the given system is observed to produce y(t) = 3u(t)- 3eu(t). If the input x (t) is delayed by 10, i.e. x (t) = 3u(t-10), which of the following is the output y(t)? Oy(t) = 3u (t-10) - 3e = 3u (t) Ⓒy(t) = 3u(t-10) - 3e = 3u (1-10) <-50 Correct answer not given "u (1-10) -50 (t-10) u(t) 3e-50(1-10), -3e-50(1-10) u(t) u(t-10) If x (t) = 3u (1), the output of the given system is observed to produce y(t) = 3u(t)- 3eu(t). If the input x (t) is delayed by 10, i.e. x (t) = 3u(t-10), which of the following is the output y(t)? Oy(t) = 3u (t-10) - 3e = 3u (t) Ⓒy(t) = 3u(t-10) - 3e = 3u (1-10) <-50 Correct answer not given "u (1-10) -50 (t-10) u(t) 3e-50(1-10), -3e-50(1-10) u(t) u(t-10)

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