sin theta=(-1)/(sqrt(2))

Find the general solutions of the following equations : sin5theta=(1)/(sqrt(2))

Find principal solutions: sin3theta=-1/sqrt2

If sin(90-theta)=1/(sqrt(2)) then the value of theta is ..

The solution set of sin 2theta = -1//sqrt(2) is

Find the pricipal solution and general solutions of the following (i) sin theta=-1/sqrt2 (ii) cot theta=sqrt3 (iii) tan theta=-1/sqrt3

Find the most general value of theta which satisfies both the equations, (i) "sin"theta=-(1)/(2),costheta=-(sqrt(3))/(2) (ii) cosectheta=2,cot theta=-sqrt(3) (iii) cottheta=-(1)/(sqrt(3)),cosec theta=-(2)/(sqrt(3))

If sin theta= -1/sqrt2 and tan theta=1 , find the quadrant in which theta lies.

sin^(-1)(sqrt(2)sin theta)+sin^(-1)(sqrt(cos 2 theta))=