the radius of circle is 10 cm find the length of an arc of the circle which cuts off a chord of length equal to the radius of the circle
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Answer. Formula to find arc length: Arc length = 2πr (θ / 360°), where r is the radius of the circle and θ is the central angle in degree.
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in this question if we draw the diagram we get an equilateral triangle so the length of that arc is equal to (60/360)×2×22/7×10
=220/21 is the answer
we get this by the formula (THETA÷360)×2πrso we get that
so thanks me for this answer
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