If you're measuring it along a "great circle" that would be the same as the circumference of the great circle, that is, 2 pi r.
http://en.wikipedia.org/wiki/Great_circle
If you're measuring it along a "small circle" that would depend on the radius measured from that point on the surface, to the axis. that's why a trip around the world close to the North or South pole is a lot shorter than a trip around the world close to the equator.
If you're measuring a large sphere, such as the earth, you'd want to use pi to more decimal places since the proportionate error would be a lot more than, say, measuring a baseball or a marble.
2006-12-31 13:48:51
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answer #1
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answered by Joni DaNerd 6
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To find the circumference of a sphere, multiply the diameter by 3.14 or 22/7.
2006-12-31 13:37:58
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answer #2
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answered by Max 6
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A two dimensional circle has a circumference. A three dimensional sphere has surface area. It doesn't make sense to talk about the circumference of a sphere. However, some people use the term informally to refer to the length of a great circle arc.
The surface area of a sphere of radius r is 4πr².
The length of a great circle of a sphere of radius r is 2πr.
2006-12-31 17:15:48
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answer #3
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answered by Northstar 7
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circumference can be found only of the equator of the sphere
if r is the radius of the sphere and so of the equator
circumference = 2*pi*r
2006-12-31 17:48:19
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answer #4
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answered by grandpa 4
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Circumference is a property of a circle, you may want to talk about the area of a sphere.
If you are looking for a distance, then compute 2*PI*radius^2. Area of a sphere is 4*PI*radius^2
2006-12-31 13:35:23
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answer #5
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answered by John T 6
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a sphere has no circumference, only an area and a volume
2006-12-31 18:18:19
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answer #6
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answered by gjmb1960 7
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Its largest circumference is 2 pi r
2006-12-31 13:43:10
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answer #7
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answered by amateur_mathemagician 2
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Find the great circle of a sphere. Measure the diametre.
Circumsference = (pi) (diametre of great circle).
You may choose any small circle, and proceed same as above.
2006-12-31 13:49:48
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answer #8
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answered by Sheen 4
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Measure a portion of the arc x Pi.
2006-12-31 13:34:12
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answer #9
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answered by Anonymous
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Multiply with Pi.
2016-05-23 01:41:12
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answer #10
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answered by Anonymous
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