The radius of a sphere is decreasing at a rate of

3 meters per hour.

When the radius is 14 meters,

then how fast is the VOLUME changing?

Note: Volume of a sphere = $\displaystyle {\left(\frac{{4}}{{3}}\right)}\cdot\pi\cdot{\left({r}{a}{d}{i}{u}{s}\right)}^{{3}}$



The rate of change of the VOLUME is cubic meters per hour.

(Enter your answer as a decimal number rounded to 2 places.)