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No. of solutions of 16^(sin^2x)+16^(cos^2x)=10, 0 le x le 2 pi is

Solve : 16^(sin^2x)+16^(cos^2x)=10.[0lexlepi]

Evaluate: int (sin x + cos x)/(9 + 16 sin 2x) dx

Evaluate : int (sin x +cos x ) sqrt(9 +16 sin 2x) dx

Evaluate : int(sin x + cos x)/(9 + 16 sin 2x) dx .

Evaluate the following integrals int_(0)^(pi/4) (sin x + cos x)/(9+ 16 sin 2x) dx

Let P be minimum value of 9sin^2x+16cosec^2x and S be the minimum value of 16sin^2x+9cosec^2x then the value of (P+S)/2 is

Let P be minimum value of 9sin^2x+16cosec^2x and S be the minimum value of 16sin^2x+9cosec^2x then the value of (P+S)/2 is