Find the area of shaded region in the figure, where ABCD is a
square of side 14cm and two congruent
circles of radius 7cm has their centers at
diagonal vertex A and C of the Square
ABCD.
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Answer:
Side=14
area of shaded region=area of square-(area of circle) 4
•area of square = side×side
= 14×14
= 196cm²
(area of circle) 4 = πr²
= (22/7×7/2×7/2)4
(cut 2 and 22 and make it 11, cut 7 and 7)
= 4×77/2
(cut 4 and 2)
= 154cm²
shaded region = 196-154
=42cm²
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