if sin x + cos y=2, then sin[(2x+y)/3] = ?

Question

Vijay Mukati · Answer

Sinx + cosy=2, possible only if sinx =1 and cosy=1. That means, x = pi/2 and y=0. Therefore the value of sin[(2x+y)/3] = sin(60) = sqrt(3)/2.

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if sin x + cos y=2, then sin[(2x+y)/3] = ?

if sin x + cos y=2, then sin[(2x+y)/3] = ?

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if sin x + cos y=2, then sin[(2x+y)/3] = ?

if sin x + cos y=2, then sin[(2x+y)/3] = ?

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