For the system described below, with input f(t) and outputy(t), determine for ea

Question

For the system described below, with input f(t) and outputy(t), determine for eachsystem whether it is (i) linear or nonlinear, (ii) time-invariantor time-varying, (iii) memoryless or not, and (iv) causal or not.Note that you do not have to solve the diferentialequations 3y(t)+2=f(t) For the system described below, with input f(t) and outputy(t), determine for eachsystem whether it is (i) linear or nonlinear, (ii) time-invariantor time-varying, (iii) memoryless or not, and (iv) causal or not.Note that you do not have to solve the diferentialequations 3y(t)+2=f(t)

Explanation / Answer

f(t)=3y(t)+2 1)it is a non linear system ....as it does not hold theprinciple of superposition.. 2)its a tym variant system ..as it op changes with tym 3)its memoryless as the op is a function of inp atpresent tym 4)it s causal as it does not anticipate futurevaluess

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