Question: ( a ) Use this formula to show that the area of the surface generated by rotating the polar curve r = f (

(a) Use this formula to show that the area of the surface generated by rotating the polar curve
r=f(\theta ),a=\theta =bf^(') is continuous and s=\int_a^b 2\pi rsin(\theta )\sqrt(r^(2)+((dr)/(d\theta ))^(2))d\theta r^(2)=cos(2\theta )0=a
( a ) Use this formula to show that the area of

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