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Given, sinA = 1/√2 , cosA = ?
We know, sin²X + cos²X = 1
=> cos²X = 1-sin²X
=> cosX = √( 1 - sin²X )
So, cosA = √( 1 -sin²A )
=> cosA = √( 1 - (1/√2)² )
=> cosA = √( 1 - 1/2 )
=> cosA = √( 2 - 1 )/√2
=> cosA = 1/√2
OR
sinA = 1/√2
=> A = 45°
=> cosA = cos45° = 1√2
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