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(Solved): \[ \begin{array}{l} m(t)=\cos (2 \pi 100 t) \\ s(t)=10 \cos (2 \pi 1000 t)+3 \sin (2 \pi 1 ...
![\[
\begin{array}{l}
m(t)=\cos (2 \pi 100 t) \\
s(t)=10 \cos (2 \pi 1000 t)+3 \sin (2 \pi 100 t)
\end{array}
\]
1) the average](https://media.cheggcdn.com/study/ac9/ac9a2a1b-09aa-47bc-951f-5c4f6f1d59a0/image.jpg)
\[ \begin{array}{l} m(t)=\cos (2 \pi 100 t) \\ s(t)=10 \cos (2 \pi 1000 t)+3 \sin (2 \pi 100 t) \end{array} \] 1) the average power of the carrier? 2) the average power of the upper side band of \( s(t) \) ? 3) the frequency sensitivity of modulator? 4) the bandwith of the modulated signal?
Expert Answer
To answer these questions, we need to first find the expressions for the carrier power and the upper sideband power. The average power of a signal is