Explanation:
(C) : Let,
\(I=\int_{-8}^{8}\left(\sin ^{93} x+x^{295}\right) d x\)
\(I=\int_{-8}^{8} \sin ^{93} x d x+\int_{-8}^{8} x^{295} d x=0\)
Using \(\int_{-a}^{a} f(x) d x=0\), if \(t(x)\) is an odd function \(\because \mathrm{x}^{295}\) and \(\sin ^{93} \mathrm{x}\) are odd function