Question 672222
 A container company wants to make a cylindrical can with a volume of 1188 cubic inches.
The formula V=(pi)r^2h represents the volume of a cylinder.
In this formula=, V represents the volume, r represents the radius of the 
cylinder's base, and h represents the height of the cylinder.
Solve for h.
{{{pi*r^2*h}}} = V
Divide both sides by {{{pi*r^2}}}
h = {{{V/((pi*r^2))}}}
:
What height should the company make the can if the radius of the base must be 6 inches? 
h = {{{1188/((pi*6^2))}}}
h = {{{1188/(113.1)}}}
h = 10. 5 inches
:
:
Check this on a calc: enter pi*6^2*10.5, resulting in about 1188