In the given figure PQRS is a square and OA=0B=0C=OD =7cm. If the
shaded region include two semi circles and two quarter circles, then find the
area of unshaded region.
S
B.
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Answer:
Length of boundary of shaded region=66cm.
Step-by-step explanation:
OA=OB=OC=OD=7cm
Circumference of semicircle=πr
Here, we have four semicircles with radius = 2 /7 cm.
4× 7 /22 × 2/7
=44cm
22/7 ×7
=22cm
∴ Length of boundary of shaded region=44+22
=66cm.
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