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If a circular arc of the given length s subtends the central angle theta on a circle, find the radius of the circle. s=10cm, theta=4
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\[s=r \theta ... so... r=\frac{ s }{ \theta} \]
the previous equation is for angle theta in radians
if it is in degrees then: \[s=2\pi r(\frac{ \theta }{ 360 })\]
so: \[r=\frac{ s }{ 2\pi (\frac{ \Theta }{ 360 }) }\]
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