Question

Kevin, the fat-headed feral ghoul, had a head radius of 666 cm. What is the surface area if his head was spherical?

a: 8,830,017.44 cm²
b: 1,394,379,244 cm²
c: 6,619,472,560 cm²
d: 4,401,185,740 cm²

Answer 1

Kevin's spherical head with a radius of 666 cm would have a surface area of approximately 5,550,279.2816 cm². None of the provided options are correct.

Step-by-step explanation:

The question asks for the surface area of a spherical head with a given radius. The formula for the surface area (A) of a sphere is A = 4πr², where r is the radius of the sphere.

For Kevin the fat-headed feral ghoul, given his head has a radius of 666 cm, we plug this value into the formula:

A = 4π(666 cm)²
A = 4π(443556 cm²)
A = 1766224π cm²

Using the value of π (approximately 3.14159), the calculation continues:

A ≈ 1766224π cm² x 3.14159
A ≈ 5,550,279.2816 cm²

Thus, none of the provided options are correct. Given the radius of 666 cm, the correct surface area of Kevin's spherical head would be approximately 5,550,279.2816 cm².