For the following function, one method $($disk$,$ washer, shell$)$ is better $($easier$/$faster$/$more efficient$)$ than the others. Explain which you would choose and why $($you do not have to integrate, just explain$)$

Rotate the region bound by the $x-$axis and the $f(x)$ in quadrant I around the $y-$axis

$f(x)=x^3-x^{10}$