Consider a causal lti system defined by the following
Consider a causal LTI system defined by the following differential equationd^2y(t)/dt^2 + 2dy(t)/dt = dx(t)/dt + x(t).Find the zero-state response of this system when the input is x(t)=4e^-2t u(t)
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Consider the causal LTI system with system function H(s)=Y(s)/X(s)=1/(s+2)^2 If the input is x(t)=sin(2t) for t>0, find an approximate expression for the response y(t) that is valid for large t.
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Consider a causal LTI system defined by the following differential equation d^2y(t)/dt^2 + 2dy(t)/dt = dx(t)/dt + x(t). Find the zero-state response of this system when the input is x(t)=4e^-2t u(t)
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