Find the area of the shaded region if AC = 20cm AB
= 15cm and O is the Centre of the circle (Take Π=
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Given : AC = 20cm AB = 15cm and O is the Centre of the circle
To Find : area of the shaded region
Solution:
AC = 20 Cm
AB = 15 cm
BC is Diameter as it passes through O center of circle
Hence ∠BAC right angle
=> BC² = AB² + AC² = 20² + 15²
=> BC = 25 cm
Diameter = 25 cm
Radius = 25/2 cm
Area of Semicircle = (1/2) π (25/2)² = 625π/8 = 245.4 cm²
Area of Right angle = (1/2) * 15* 20 = 150 cm²
area of the shaded region = 245.4 - 150 = 95.4 cm²
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