Problem Statement
A sector of a circle has central angle 60° and radius 6 cm. Find its area.
Explanation
The area of a sector is the corresponding fraction of the circle’s area: (θ/360°)×πr². With θ = 60°, r = 6, the fraction is 60/360 = 1/6, so area = (1/6)×π×36 = 6π cm² (≈ 18.85 cm²).
Code Solution
SolutionRead Only
A_sector = (60/360)π(6²) = 6π
Practice Sets
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