Question: Consider the continuous time signal x ( t ) = exp ( j 1 0 0 t ) + exp ( j 1 5 0

Consider the continuous time signal
x(t)=exp(j100t)+exp(j150t),0t1.
To form discrete-time signal x[k], the signal is sampled at twice the Nyquist rate. Suppose that a 600-point DFT is calculated for the sampled signal, x[k]. Sketch the spectrum, X[n], clearly labeling the location and magnitude of any non-zero terms.
Consider the continuous time signal x ( t ) = exp

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