Let the input to a singly-balanced mixer, f(t), be given by V0 Sin (2 pi fs t). The local oscillator input p(t) is a square wave, alternating between 0 and +1 volt. The freqency of the square wave is 10 MHz, while for the input, fs is 100 KHz.
Sketch the Fourier transform for the singly-balanced mixer, centered at f=0, go just beyond f = +/- 30 MHz.