find the shaded area

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diagram 9 shows a circle with centre O and another circle Q.The two circles touch at P and PQO is a straight line.
calculate the area , in cm^2 ,of the shaded region
A.132 C.154
B. 462 D.616
use pai=22/7

B

求阴影部分的面积
由图9及题目可知,OQ= r 1=7cm,即OP = r2 =14cm
小圆OQP的面积为：
SOQP = π x r1²
= π x 7 x 7
= 49π cm²

S大圆 = π x r2²
= π x 14 x 14
= 196π cm²

则阴影部分面积为
S阴影 = S大圆 - SOQP
= 196π - 49π
= 147π
若π ≈ 3.14
则S阴影 = 147 x 3.14
= 461. 58
≈ 462 cm²

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