The volume of a cube depends on the length of its sides. This can be written in function as v (s). What is the best interpretation of v (4) = 64

A) A cube with a volume of 4 cubic feet has side lengths of 64 feet

B) 4 sides of the cube have a total length of 64 feet

C) 4 of these cubes will have total volume of 64 cubic feet

D) A cube with side lenghts of 64 feet has a volume of 64 cubic feet

Question

Mathematics

Charity

17 July, 11:24

The volume of a cube depends on the length of its sides. This can be written in function as v (s). What is the best interpretation of v (4) = 64

A) A cube with a volume of 4 cubic feet has side lengths of 64 feet

B) 4 sides of the cube have a total length of 64 feet

C) 4 of these cubes will have total volume of 64 cubic feet

D) A cube with side lenghts of 64 feet has a volume of 64 cubic feet

+4

Answers (1)

Know the Answer?

Harris · Answer 1

Step-by-step explanation:

We know that,

Volume of cube = (side) ^3

Fro side length s, we can write:

V (s) = s^3, where volume is the function of s.

Now,

We have given : v (4) = 64

If we compare this with v (s) = s^3

Then we get s = 4, i. e side length of cube is 4

Also 64 = 4^3, i. e volume of cube is 64.

So we can interpret this as: A cube with side lengths of 4 feet has a volume of 64 cubic feet