" The solution of inequality "sqrt(5-2sin x)>=6sin x-1" is "

The solution set of the inequality sqrt(5-2)sin x>=6sin x-1 is [2n pi,2n pi+theta_(1)]uu[2n pi+theta_(2),2n pi+2 pi) then find the value of (theta_(1)+theta_(2))/(pi) given that theta_(1) is an acute angle and theta_(2) is an obtuse angle

Solve sqrt(5-2 sin x)=6 sin x-1

Solve sqrt(5-2 sin x)=6 sin x-1

Solve sqrt(5-2 sin x)=6 sin x-1

Solve sqrt(5-2 sin x)=6 sin x-1

Solve sqrt(5-2 sin x)=6 sin x-1

The solution of inequality 3tan^(2)x>=4sin^(2)x is

The solution of sqrt(5-2sin x)>=6sin x-1 is

The solution of sin^(-1)|sin x|=sqrt(sin^(-1)|sin x|) is

The solution of sin^(-1)|sin x|=sqrt(sin^(-1)|sin x|) is