Given that:
To find:
- The volume of the given sphere when π is equal to 3.
Solution:
- A sphere is a 3 dimensional solid with a curved surface.
First, we'll have to find the radius.
- Radius is half of the diameter.



Now, we can workout the volume.
Instead of π, we are asked to use 3.


Now, substitute the values according to the formula.


The answer is a whole number so you won't have to round off.
Therefore, the volume of the given sphere is 108 cubic centimeters.