Let x(t) is an input to a continuous time linear time system S and y(t) is the output. The input-output relation is given by, x(t)=e^ j3t longrightarrow y(t) = j * e ^ (j * 5t) x(t) = e ^ (- j * 3t) -> y(t) = - j * e ^ (- j * 5t) What is the output y(t) when the input x_{1}(t) = cos(5((3t)/5 - 2)

Let x(t) is an input to a continuous time linear time system S and y(t) is the output. The

input-output relation is given by,

x(t)=e^ j3t longrightarrow y(t) = j * e ^ (j * 5t)

x(t) = e ^ (- j * 3t) -> y(t) = - j * e ^ (- j * 5t)

What is the output y(t) when the input x_{1}(t) = cos(5((3t)/5 - 2))