IF tanA=2/3 prove that sin square A+cos square A=1
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Hey dude
here is your answer
given tan A = 2/3
so we get Sin A = 2/√13
and Cos A = 3/√13
now consider (Sin A)^2 + (Cos A)^2
=> (2/√13)^2 + (3/√13)^2
=> 4/13 + 9/13 = 4+9/13 = 13/13 = 1
Hence this is proved
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