The degree measure of the angle at the centre of a circle is theta. The length of an arc of the
sector is ?? ( Where r is the radius of the circle)
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Given:
Arc which subtends angle Φ at centre of circle.
To Find:
Length of arc
Solution:
The angle at the centre is 360
The perimeter of circle is 2πr
⇒ The arc will divide circumference into ( Φ/ 180 ) parts.
so, the length of arc will be
⇒ ( Φ/ 360 ) × 2πr
⇒ ( Φ/ 180 ) × πr
Hence, the length of arc will be ( Φ/ 180 ) × πr.
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