2 Answers

Mrid · Answer 1 · 2024-02-22T17:11:05+0000

Answer:

The peak of the cylinder is about 9 yards.

Step-by-step explanation:

From the above question,

They have given:

A cylinder with a diameter of 8 yards has a volume of 452.16 yd³.

Here we need to find what is the height of the cylinder

Here,

$\pi = 3.14$ . 44 yards 11 yards 8 yards 3 yards

To locate the radius of the cylinder, which is half of of the diameter.

$\text{radius = 8 yards} / \text{2}$

$\text{radius} = 4 \ \text{yards}$

Then we can use the formulation for the quantity of a cylinder to locate the height:

$\text{volume} = \pi * \text{radius} * \text{height}$

$452.16 = 3.14 * 4^2 *\text{height}$

$452.16 = 50.24 * \text{height}$

$\text{height} = 452.16 / 50.24$

$\text{height} = 9 \ \text{yards}$

Therefore, the peak of the cylinder is about 9 yards.

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