The angle between two radii of a circle is known as the central angle of the circle. The two points of the circle, where the radii intersect in the circle (Note – The other end of the radii meets at the centre of the circle), forms a segment of the Circle called the Arc Length.
Formula to Find the Central Angle of a Circle – \[ Central\;Angle\;\theta =\frac{Arc\;Length\times 360^{o}}{2\pi r}\]
Solved Examples
Example 1: Find the central angle, where the arc length measurement is about 20 cm and the length of the radius measures 10 cm.
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Tashu December 2, 2019 at 10:15 pm
Very nice answer and solution.
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