## Enter one value below

A sphere has a surface area of 10

Calculate the radius, diameter, and volume.

##### Calculate radius (r):

SA = 4πr^{2}

##### Dividing each side by 4π, we get:

##### Cancel 4π from each side

r^{2} = | 10 |

| 4(3.1415926535898) |

r^{2} = | 10 |

| 12.566370614359 |

##### Take the square root of both sides

r = √0.79577471545948

r = **0.89206205807639**

##### Calculate diameter (d):

d = 2r

d = 2 * 0.89206205807639

d = **1.7841241161528**

##### Calculate Volume (V):

V = | 4π(0.89206205807639^{3}) |

| 3 |

V = | 4π(0.70988043043793) |

| 3 |

V = **0.9465π** or **2.9735**

##### Final Answers

A = **10**

d = **1.7841241161528**

V = **0.9465π** or **2.9735**

*You have 2 free calculationss remaining*

##### What is the Answer?

A = **10**

d = **1.7841241161528**

V = **0.9465π** or **2.9735**

##### How does the Spheres Calculator work?

Free Spheres Calculator - Calculates and solves for Volume (Capacity), Surface Area, and Radius of a Sphere.

This calculator has 1 input.

### What 1 formula is used for the Spheres Calculator?

SA = 4?r

^{2}d = 2r

V = 4πr

^{3}/3

For more math formulas, check out our

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### What 7 concepts are covered in the Spheres Calculator?

- capacity
- the maximum amount that something can contain
- diameter
- distance from two endpoints of a circle through the center

d = 2r - radius
- Distance from the center of a circle to the edge

C/2π - sphere
- a geometrical object that is a three-dimensional analogue to a two-dimensional circle
- spheres
- surface area
- the amount of space covering the outside of a three-dimensional shape.
- volume
- quantity of 3-dimensional space

##### Example calculations for the Spheres Calculator

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