CHALLENGE

ACTIVITY

$2\mathrm{.}4\mathrm{.}1$: Sphere volume.

Given sphereRadius, compute the volume of a sphere and assign sphereVolume with the result. Use $(\frac{4\mathrm{.}0}{3\mathrm{.}0})$ to perform floatingpoint division, instead of $(\frac{4}{3})$ which performs integer division.

Volume of sphere $=(\frac{4\mathrm{.}0}{3\mathrm{.}0})r^3($Hint: $r^3$ can be computed using $*.$ Use the constant M$\_$PI for the value of pi$.)$

$($Sphere volume notes$)$

See How to Use zyBooks for info on how our automated program grader works.

$521682,3889370$ qx $3$ zqy $7$

using namespace std;

int main$()\{$

double sphereVolume;

double sphereRadius;

cin $$ sphereRadius;

cout $)$ endl;

$\{$