**What is the surface area of a sphere with a circumference**

The Volume of a Sphere is typically computed using the sphere’s radius: V = 4/3 π r^3 Radius and Circumference are related as follows: C = 2 π r To compute the radius base on the circumference , solve for r: r =C/2π... Figure 3., Circumference is 2 × π × Radius The Circumference of a circle or a sphere is equal to 3.1416 times the Diameter. $\text"Circumference" = 3.1416 ⋅ \text"Diameter"$

**MOBILE calculate the radius diameter circumference area**

First we have to find the radius of the sphere because the circumference is 2*pi*radius. 4/3*pi*radius 3 = 904.7786842 cubic cm With your calculator multiply both sides by … 3 and then divide both sides by 4*pi: radius 3 = 216 Cube root both sides: radius = 6 cm Circumference = 2*pi*6 = 37.69911184 or 38 cm to the nearest cm.... The radius of a sphere (abbreviated as the variable r or R) is the distance from the exact center of the sphere to a point on the outside edge of that sphere. As with circles , the radius of a sphere is often an essential piece of starting information for calculating the shape's diameter, circumference, surface area, and/or volume.

**What Is a Radius? Free Mathematics Lessons and Tests**

The circumference of a sphere is . Find the radius. Possible Answers: Correct answer: Explanation: If the circumference of a sphere is , that means we can easily solve for the diameter by using . This is the equation to find the circumference. By substituting in the value for circumference (), we can solve for the missing variable : To find the radius of the sphere, we need to divide this how to explain graves disease to family If you are averse to using pi as we know it, you can get a fairly accurate result for pi by measuring the circumference of several spheres of varying size, finding the radius by finding the diameter and dividing by two, and then plot both circumference and radius for the various sizes of spheres. See if you find a relationship between them. That should be pi. Once you have pi, you can get the

**What is the surface area of a sphere with a circumference**

6/05/2014 · The volume of a sphere is given by (4*pi*r^3)/3, where r is the radius of the sphere. While the total surface area of a sphere is given by 4*pi*r^2. While the total surface area of a sphere is how to find turning point from equation Calculate Circumference, Area, Diameter, Radius, Surface Area, Volume, radians, degrees, sine, cosine and tangent. Easysurf Home Site Map E-Mail Help : Measurement Conversion Directory: E-mail ThisPage To A Friend ; Circle Sphere Earth Math Calculator. Calculate Circumference of a Circle given diameter Calculate Circumference of a Circle given radius Calculate Area of a Circle given radius

## How long can it take?

### What Is a Radius? Free Mathematics Lessons and Tests

- MOBILE calculate the radius diameter circumference area
- What is the surface area of a sphere with a circumference
- How do I find the volume of a sphere with the
- MOBILE calculate the radius diameter circumference area

## How To Find Radius Of A Sphere With Circumference

If you are averse to using pi as we know it, you can get a fairly accurate result for pi by measuring the circumference of several spheres of varying size, finding the radius by finding the diameter and dividing by two, and then plot both circumference and radius for the various sizes of spheres. See if you find a relationship between them. That should be pi. Once you have pi, you can get the

- Calculate Circumference, Area, Diameter, Radius, Surface Area, Volume, radians, degrees, sine, cosine and tangent. Easysurf Home Site Map E-Mail Help : Measurement Conversion Directory: E-mail ThisPage To A Friend ; Circle Sphere Earth Math Calculator. Calculate Circumference of a Circle given diameter Calculate Circumference of a Circle given radius Calculate Area of a Circle given radius
- Ratio of Circumference to Diameter on a sphere . Ask Question 3. I was listening to an audiobook of Einstein when they started discussing spherical geometry and how Pi was no longer the ratio of a circle's circumference to its diameter, so I set out to find the answer. From what I gathered, it is a variable that depends on an angle $\theta$ between the pole and the circle in question, since
- If you are averse to using pi as we know it, you can get a fairly accurate result for pi by measuring the circumference of several spheres of varying size, finding the radius by finding the diameter and dividing by two, and then plot both circumference and radius for the various sizes of spheres. See if you find a relationship between them. That should be pi. Once you have pi, you can get the
- Ratio of Circumference to Diameter on a sphere . Ask Question 3. I was listening to an audiobook of Einstein when they started discussing spherical geometry and how Pi was no longer the ratio of a circle's circumference to its diameter, so I set out to find the answer. From what I gathered, it is a variable that depends on an angle $\theta$ between the pole and the circle in question, since