In the figure given above | ABCD is a square of side 50 m. Points
P, Q, R, S are midpoints of side AB, side BC, side CD, side AD
respectively. Find area of shaded region.
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Answer:
≈537.5 sq. m
Explanation:
Area of shaded region= Area of sq.–(4×Area of each quadrant)
So,
Area of sq.=a²= 50×50=2500sq. m
Area of 1 quadrant= θ/360°×πr²
=90°/360°×3.14×(25)²
Area of 4 quadrants =4× Area of 1 quad.
=4×90°/360°×3.14×625
=3.14×625
=1962.5 sq. m
Now,
Area of shaded region=2500–1962.5
=537.5 sq. m
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