In the given figure PQSR represents a flower be. If OP = 21 m and OR = 14 m, find the area of the flower bed.

Given:
OP = 21 m = r1
OR = 14 m = r2
Let the quadrants made by outer and inner circles be Q1 and Q2, with radius r1 and r2 respectively.
Then, Area of flower bed = Area of Q1 – Area of Q2
∵ Area of Quadrant =
πr2
∴ Area of Q1 =
πr12
=
×
× 21 × 21
=
m2
Similarly, Area of Q2 =
πr22
=
×
× 14 × 14
=
m2
Thus, Area of flower bed =
- ![]()
=
= 192.5 m2
Hence, the area of the flower bed is 192.5 m2.