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Question Number 210789 by peter frank last updated on 19/Aug/24

Answered by mr W last updated on 19/Aug/24

Area of sector OPQ^(⌢) :  A_1 =(θ/(2π))×πr^2 =((r^2 θ)/2)  Area of triangle OPQ:  A_2 =((r×r sin θ)/2)=((r^2  sin θ)/2)  Area of segmeny PQP^(⌢) :  A=A_1 −A_2 =(r^2 /2)(θ−sin θ) ✓

AreaofsectorOPQ:A1=θ2π×πr2=r2θ2AreaoftriangleOPQ:A2=r×rsinθ2=r2sinθ2AreaofsegmenyPQP:A=A1A2=r22(θsinθ)

Commented by peter frank last updated on 20/Aug/24

thank you Mr w

thankyouMrw

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