Solve the problem.
-A right circular cone used for packaging candy needs to hold 2 cubic inches of candy and be 3 inches tall. Let $r = \sqrt { \frac { 3 V } { \pi h } }$ repr represent the radius of the circular base where V represents the volume of the cone and h represents the height of the cone. Approximate the radius of this package.
A)r = 1.41 in.
B)r = 1.38 in.
C)r = 0.56 in.
D)r = 0.80 in.

Question

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The Answer of Solve the problem.
-A right circular cone used for packaging candy needs to hold 2 cubic inches of candy and be 3 inches tall. Let $r = \sqrt { \frac { 3 V } { \pi h } }$ repr represent the radius of the circular base where V represents the volume of the cone and h represents the height of the cone. Approximate the radius of this package.
A)r = 1.41 in.
B)r = 1.38 in.
C)r = 0.56 in.
D)r = 0.80 in.

Solve the Problem r=3Vπhr = \sqrt { \frac { 3 V } { \pi h } }r=πh3V​​

Solve the Problem $r = \sqrt { \frac { 3 V } { \pi h } }$