A particular discrete-time system has input x (n) and output y (n). The Fourier transforms of these signals are related by the equation:-

\(Y\left( {{e}^{j\omega }} \right)=2X\left( {{e}^{j\omega }} \right)+({{e}^{-j\omega }})~X\left( {{e}^{j\omega }} \right)-j\frac{dX\left( {{e}^{j\omega }} \right)}{d\omega }\)

The system is:

1
Linear and Time-Invariant
2
Nonlinear and Time-Invariant
3
Linear and Time-Variant
4
Nonlinear and Time-Variant

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