$\int\limits_{-8}^8\left(\sin ^{193} x+x^{295}\right) d x$ is equal to
Answer & explanation
Correct answer: option 1
$\sin ^{193} x+x^{295}$ is an odd function of x.
∴ The given integral is zero.
Hence (1) is the correct answer.
$\int\limits_{-8}^8\left(\sin ^{193} x+x^{295}\right) d x$ is equal to
Correct answer: option 1
$\sin ^{193} x+x^{295}$ is an odd function of x.
∴ The given integral is zero.
Hence (1) is the correct answer.