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sin sqrt(sin x+cos x)...

sin sqrt(sin x+cos x)

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int(1)/(sin x sqrt(sin x cos x))dx=

int(1)/(sin x sqrt(sin x cos x))dx=

int(1)/(sin x sqrt(sin x cos x))dx

int (1)/(sin x sqrt(" sin x cos x")) dx =

sqrt(cos 2x) + sqrt(1 + sin 2x) = 2sqrt(sin x + cos x) if

y=sqrt(sin +cos x+sqrt(sinx+ cos x +sqrt(sin x +cos x +....oo))) then find dy/dx

y=sqrt(sin +cos x+sqrt(sinx+ cos x +sqrt(sin x +cos x +....oo))) " then find " dy/dx

If sqrt(sin x)+ cos x = 0 then sin x =

int_(0)^(pi//2) sqrt(sin x)/(sqrt(sin x ) + sqrt( cos x)) dx =

The number of values of x satisfying the equation sqrt(sin x) - 1/sqrt(sin x) = cos x is