I'm pretty confused by how we should determine Integration limits.
$V$ is the surface area enclosed by the graph of $f_2$ and the x-axis.
$V$ is revolved around the x-axis. Analytically calculate the volume of the resulting solid of revolution
I know the formula for figuring out the volume of revolutions around the $x$-achse is to just integrate $\pi(f(x)^2$, but I would still need to figure out the integration limits and I'm really lost on how to do that.
Thanks in advance for any help!