Find the area of the segment of a circle of radius 14 cm, when the angle of the corresponding sector is 30°.
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Answer:
51.33 cm^2
Step-by-step explanation:
Area of Segment = Angle of sector/360* PI*(Radius)^2
= 30/360*PI*14^2
= 1/12*22/7*14*14
=1/12*616= 51.33 cm^2
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wrong anser
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area of segment =area of sector - area of triangle
area of segment = πr^2thita/360-1/2r^2sin30
area of segment =r^2(22/7×30/360-1/2×1/2)
area of segment =196(11/42-1/4)
area of segment =196(44-42/168)
area of segment =196(2/168)
area of segment =196(1/84)
area of segment =196/84
area of segment =196/84cm^2
area of segment = πr^2thita/360-1/2r^2sin30
area of segment =r^2(22/7×30/360-1/2×1/2)
area of segment =196(11/42-1/4)
area of segment =196(44-42/168)
area of segment =196(2/168)
area of segment =196(1/84)
area of segment =196/84
area of segment =196/84cm^2
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