3.1 A DSB-SC signal can be generated from two AM signals as shown in Fig.3 (Figure/Circuit in image). Using mathematics to describe signals at each point on the figure, prove that the output is a DSB-SC Signal.

3.2 Determine the Fourier Transform of [delta](t); output.

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3.1 A DSB-SC signal can be generated from two AM signals as shown in Fig.3 (Figure/Circuit in image). Using mathematics to describe signals at each point on the figure, prove that the output is a DSB-SC Signal.

3.2 Determine the Fourier Transform of [delta](t); output.

3.1. A DSB-SC signal
can be generated from two AM signals as shown in Fi6. 3.
Using mathematics to describe signals at each p

Please make your answer detailed as possible. Thank you.

3.1. A DSB-SC signal can be generated from two AM signals as shown in Fi6. 3. Using mathematics to describe signals at each point on the Fisure, prove that the output is a DSB-SC signal 3.2. Determine the Fourier transfom of slt) AM MODULATOR s(t) mit) 0 R=10kR fe 10kr R AM P MODULATOR MM •

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