Consider the function \( y=f(x)=\ln (1+\sin x) \) with \( -2 \pix \) \( 2 \pi \). Find (a) The z...
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Consider the function \( y=f(x)=\ln (1+\sin x) \) with \( -2 \pix \) \( 2 \pi \). Find
(a) The zeroes of \( f(x) \)
(b) Inflection points if any on the graph
(c) Local maxima and minima of \( f(x) \)
(d) Asymptotes of the graph
(e) Plot
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