Determine whether the following systems are invertible. If so, find the inverse. If not, find 2 input signals that produce the same output. y(t) = mintegral^1_0 x(tau) d tau y[n] = e^ax[n], where a is a real number y(t) = squareroot x^2 (t) for real-valued signals x(t) y[n] = x* [n] (complex conjugate)Show transcribed image text Determine whether the following systems are invertible. If so, find the inverse. If not, find 2 input signals that produce the same output. y(t) = mintegral^1_0 x(tau) d tau y[n] = e^ax[n], where a is a real number y(t) = squareroot x^2 (t) for real-valued signals x(t) y[n] = x* [n] (complex conjugate)