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In any circle of radius R, how many arcs with lengths R fit into the circumference?

In any circle of radius R, how many arcs with lengths R fit into the circumference-example-1
User Chirality
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~Solution :-

If we take the radius of a circle be R. Then, we can define that,

$ R = x $

Hence,

Arcs will be as $ 4x $. As,

A circle can be divided into four parts according to the radius.

Hence, we know that,


x * 4


\mapsto \: 4x

  • Hence, according to the radius R, a circle can have 4 arcs.
User Gabor Lengyel
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