$$V=\pi r^2 h$$
- V is the volume in cubic units (gallons)
- r is the radius in units (feet)
- h is the height in units (feet)
$$V=\pi(12\text{ ft})^2(4\text{ ft})$$
$$V=(144\pi \text{ ft}^2)(4\text{ ft})$$
$$V=576\pi \text{ ft}^3$$
Converting cubic feet to gallons by multiplying the cubic feet by 7.48 gives:
$$(576\pi \text{ ft}^3)(7.48$$
5,286.99 gallons of water to fill a 24-foot round pool that is 4 feet deep.
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