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Question Number 70121 by ahmadshahhimat775@gmail.com last updated on 01/Oct/19

Answered by mind is power last updated on 01/Oct/19

let a angle left −,c side of squar  ⇒c=6sin(a)  ((6sin(a)+6cos(a))/(sin(45)))=((10)/(sin(45+a)))  ⇒6.(sin(a)+cos(a)).sin(45+a)=10sin(45)  ⇒6.(√2)sin(a+45).sin(45+a)=5(√2)  ⇒sin^2 (45+a)=(5/6)  a=sin^(−1) ((5/6))−45  Area of squar =c.c=36.sin^2 (a)  sin(a)=Sin(sin^(−1) ((5/6))−45)=(5/6).((√2)/2)−((√2)/2).((√(11))/5)  Area=18((5/6)−((√(11))/5))^2

letaangleleft,csideofsquarc=6sin(a)6sin(a)+6cos(a)sin(45)=10sin(45+a)6.(sin(a)+cos(a)).sin(45+a)=10sin(45)6.2sin(a+45).sin(45+a)=52sin2(45+a)=56a=sin1(56)45Areaofsquar=c.c=36.sin2(a)sin(a)=Sin(sin1(56)45)=56.2222.115Area=18(56115)2

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