Table of Contents
- 1 What is the volume of a ball that is 12 cm in diameter?
- 2 What is the volume of 12cm?
- 3 What is the surface area of a ball with a radius of 12 cm?
- 4 What is the volume of 13 cm?
- 5 What is the volume of the sphere?
- 6 What is the volume of a ball with a radius of 12?
- 7 Why is it 4 3 for volume of a sphere?
What is the volume of a ball that is 12 cm in diameter?
The volume of a sphere. can you help? find the volume of a sphere that has a diameter of 12 cm. /3 r3 = 4/3 3.1416 63 = 904.78 cubic centimeters.
What is the volume of 12cm?
=1728 cm cube.
What is the surface area of a ball with a radius of 12 cm?
The radius of the sphere is, r=12 cm. Its surface area is calculated using: $$\begin{align} A&= 4 \pi r^2\\[0.4cm] &= 4 \pi (12)^2…
How do you find volume when given the diameter?
FAQs on Diameter of a Sphere Formula Using Volume The volume of a sphere (V) in terms of its radius (r) is V = (4/3) π r3. If d is its diameter, we have d = 2r. From this, we get r = (d/2). Substituting this in the volume formula, the volume of a sphere in terms of diameter is V = (πd3)/6.
What is a diameter of a sphere?
The diameter of a sphere is the maximum distance between two antipodal points on the surface of the sphere. If is the radius of a circle or sphere, then .
What is the volume of 13 cm?
volume of 13cm is 2197.
What is the volume of the sphere?
The general formula for the volume of sphere in terms of its radius is given as V = (4/3) π r3.
What is the volume of a ball with a radius of 12?
12 cubed is 1728. Multiply that by 43 and you get 2304. If you substitute pi with 3.14, your final answer is 7234.56 .
How do you figure volume of a sphere?
The formula for the volume of a sphere is V = 4/3 πr³. See the formula used in an example where we are given the diameter of the sphere.
How do you find the volume of sphere?
Why is it 4 3 for volume of a sphere?
Since the cylinder/cone and hemisphere have the same height, by Cavalieri’s Principle the volumes of the two are equal. The cylinder volume is πR3, the cone is a third that, so the hemisphere volume is 23πR3. Thus the sphere of radius R has volume 43πR3.