Show that the system has no overshoot in the step response

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A causal LTI dicrete time system is said to have an overshoot in its step response if the response exhibits an oscillatory behavior with decaying amplitude around a final constant value. show that the system has no overshoot in its step response if the impulse response h[n] of the system is nonnegavtive for all n>=0

Reference no: EM13280558

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