The equation for a full-wave rectified cosine is (v() (t)=V_{mathrm{A}}left|cos left(2 pi t / T_{mathrm{o}}ight)ight| mathrm{V}). (a)

Question:

The equation for a full-wave rectified cosine is $v($ $t)=V_{\mathrm{A}}\left|\cos \left(2 \pi t / T_{\mathrm{o}}ight)ight| \mathrm{V}$.

(a) Hand Sketch $v(t)$ for $-T_{\mathrm{o}} \leq t \leq T_{\mathrm{o}}$.

(b) Compute the Fourier coefficients for $v(t)$.

(c) Use the Fourier coefficients and MATLAB to plot an estimate for $v(t)$.

(d) What, if any, symmetries are therein $v(t)$ ?

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