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The area of the shaded region in the figure given below is
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a² π - 1 sq. units 2 2 - a² (π – 1) sq. units
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a² π - 1 sq. units 2 -
a² (π - 1) sq. units 2
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Correct Option: C
Using Rule 1 and 14,
Let Radius of circle = a units \ Area of semi circle
= | sq. units | |
2 |
Both triangles ∆ ABC and ∆ BCD are isosceles and equal.
∴ Area of each triangle = | a² | |
2 |
⇒ Area of both triangles = 2 × | a² = a² sq. units | |
2 |
∴ Area of shaded region = | - a² = a² | - 1 | sq. units | ||||
2 | 2 |