The volume of the ball with a 3-mm radius is 113.04 mm³. To find the volume of the ball, use the formula 4⁄3πr³. π has a constant value of 3.14 and r is the radius.
V = 4⁄3πr³
= 4⁄3(3.14)(3 mm)³
= 4⁄3(3.14)(27 mm³)
= 4⁄3(84.78 mm³)
= 113.04 mm³
Finding the Volume
Volume refers to the amount taken up by a three dimensional object or solid figure. It is measured in cubic units such as m³ (cubic meters) or cm³ (cubic centimeters). Each solid figure has its formula to find the volume. Below are the solid figures and their formulas in finding the volume:
Cube: V = s³
Cylinder: V = Ah (A is the area of base and height)
Answers & Comments
Verified answer
The volume of the ball with a 3-mm radius is 113.04 mm³. To find the volume of the ball, use the formula 4⁄3πr³. π has a constant value of 3.14 and r is the radius.
V = 4⁄3πr³
= 4⁄3(3.14)(3 mm)³
= 4⁄3(3.14)(27 mm³)
= 4⁄3(84.78 mm³)
= 113.04 mm³
Finding the Volume
Volume refers to the amount taken up by a three dimensional object or solid figure. It is measured in cubic units such as m³ (cubic meters) or cm³ (cubic centimeters). Each solid figure has its formula to find the volume. Below are the solid figures and their formulas in finding the volume:
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