$\int\limits_{-8}^8\left(\sin ^{193} x+x^{295}\right) d x$ is equal to

0 $2\left(829^5+1\right)$ $829^5+2$ None of these

0

$\sin ^{193} x+x^{295}$ is an odd function of x. ∴ The given integral is zero. Hence (1) is the correct answer.