sin x+sqrt(3)cos x=sqrt(2)

Solve sin x + sqrt3 cos x = sqrt2

f(x)=x^(2)-2sqrt(sin*sqrt(3)-sin sqrt(2))x-(cos sqrt(3)-cos sqrt(2))

Solve the equation sqrt(3)cos x+sin x=sqrt(2)

If f(x)=|(10(sqrt(cos x)-sqrt(sin x))(sqrt(cos x)+ sqrt(sin x)))/(cos x+ sin x)| then number of natural numbers in the range of f(x) is

The number of integers in the range of the function f(x)=|4((sqrt(cos x)-sqrt(sin x))(sqrt(cos x)+sqrt(sin x)))/(cos x+sin x)

Period of sin sqrt(x) + cos sqrt( x) =

The value of x in (0,(pi)/(2)) satisfying (sqrt(3)-1)/(sin x)+(sqrt(3)+1)/(cos x)=4sqrt(2) is / are

The value of x in (0,(pi)/(2)) satisfying the equation,(sqrt(3)-1)/(sin x)+(sqrt(3)+1)/(cos x)=4sqrt(2) is

sin x + cos x = sqrt (2) cos A