Question

What is the diameter of a sphere with volume of 7483

Answer 1

The diameter of the sphere with the given volume is 24.268 units

Explanation:

Volume of a sphere is given by the equation:

`V=4/3\pi r^3`

Plug in your volume and solve for r

`7483=4/3\pi r^3`

`7483(3/4)=\pi r^3`

`5612.25=\pi r^3`

`5612.25/\pi =r^3`

`1786.43=r^3`

`\sqrt[3]{1786.43}=r`

`r = 12.134` units

`d = 2r`

`d = 2(12.134)`

`d = 24.268` units