Consider the following two systems with input r(t) and output y(t) related by System A: y(t)...

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Consider the following two systems with input r(t) and output y(t) related by System A: y(t) = rt+(T/2) and System B: y(t) = 1+(7/3) r(A)dx. t-(T/2) Examine whether these systems A and B are linear, causal, BIBO stable, and time-invariant. 2(X)dx Consider the following two systems with input r(t) and output y(t) related by System A: y(t) = rt+(T/2) and System B: y(t) = 1+(7/3) r(A)dx. t-(T/2) Examine whether these systems A and B are linear, causal, BIBO stable, and time-invariant. 2(X)dx

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