" All the pairs "(x,y)" that sat isfy the inequality "2sqrt(sin^(2)x-2sin x+5)*(1)/(4^(sin^(2)y))<=1" also satisfy the eauation "

All the pairs (x,y) that satisfy the inequality 2^(sqrt(sin^(2)x-2sin x+5))*(1)/(4^(sin^(2)y))<=1 also satisfy the equation :

All the pair (x,y) that satisfy the inequality 2^(sqrt(sinx-2sinx+5)).(1)/(4^(sin^(2)y))le1 also satisfy the equation

All the pair (x,y) that satisfy the inequality 2^(sqrt(sinx-2sinx+5)).(1)/(4^(sin^(2)y))le1 also satisfy the equation

All the pairs (x, y) that satisfy the inequality 2 ^(sqrt(sin^(2) x - 2 sin x + 5) ) . (1)/(4 ^(sin^(2) y)) le 1 also satisfy the equation :

Solve the inequality sin2x>sqrt(2)sin^(2)x+(2-sqrt(2))cos^(2)x

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

Solve the inequality sin2x gtsqrt(2)sin^2x+(2-sqrt(2))cos^2x

Solve the inequality sin2x gtsqrt(2)sin^2x+(2-sqrt(2))cos^2x

Solve the inequality sin2x gtsqrt(2)sin^2x+(2-sqrt(2))cos^2x