Find the length of a cylinder L given by the following equation, where c is a constant, d is the diameter of the cylinder, and V is the volume of the cylinder. $L = \frac { V } { c d ^ { 2 } }$ Let V = $47$ $\text { inches } { } ^ { 3 }$ , c = $0.781$ inches, and d = $2.66$ inches.
A) L = 9.7352 inches
B) L = 204.9639 inches
C) L = 8.5052 inches
D) L = 160.0768 inches
E) L = 6.0852 inches

Question

Find the length of a cylinder L given by the following equation, where c is a constant, d is the diameter of the cylinder, and V is the volume of the cylinder. $L = \frac { V } { c d ^ { 2 } }$ Let V = $47$   $\text { inches } { } ^ { 3 }$ , c = $0.781$ inches, and d = $2.66$ inches.
A) L = 9.7352 inches
B) L = 204.9639 inches
C) L = 8.5052 inches
D) L = 160.0768 inches
E) L = 6.0852 inches

Quizplus · Accepted Answer

Substitute the given values into the formula: $L = \frac{47}{0.781 \times (2.66)^2}$. Calculate to find $L = 8.5052$ inches.

Find the Length of a Cylinder L Given by the Following