Solve the problem.
-Find the dimensions of the right circular cylinder with maximum volume if its surface area is $24 \pi$ in. $^{2}$.
A) $r=2$ in., $h=6$ in.
B) $r=3$ in., $h=3$ in.
C) $r=2$ in., $h=4$ in.
D) $r=3$ in., $h=8$ in.

Question

Quizplus · Accepted Answer

The Answer of Solve the problem.
-Find the dimensions of the right circular cylinder with maximum volume if its surface area is $24 \pi$ in. $^{2}$.
A) $r=2$ in., $h=6$ in.
B) $r=3$ in., $h=3$ in.
C) $r=2$ in., $h=4$ in.
D) $r=3$ in., $h=8$ in.

Solve the Problem 24π24 \pi24π In 2^{2}2 A) r=2r=2r=2 In h=6h=6h=6 In B) r=3r=3r=3

Solve the Problem $24 \pi$ In $^{2}$
A) $r=2$ In $h=6$ In
B) $r=3$