2.sin theta+cos theta=sqrt(2)

If sin theta cos theta=sqrt(2)cos theta then the value of sin theta+cos theta is

Solve the following equation and find the value of theta . sqrt(3) sin theta- cos theta=sqrt(2) .

Let P=[theta:sin theta cos theta=sqrt(2)cos theta) and Q={theta:sin theta+cos theta=12sin theta} be two sets.Then:

Let P={theta:sin theta-cos theta=sqrt(2)cos theta} and Q={theta :sin theta+cos theta=sqrt(2)sin theta} be two sets. Then

Q.Let P={theta:sin theta-cos theta=sqrt(2)cos theta} and Q={theta:sin theta+cos theta=sqrt(2)sin theta} be two sets.then

Let P={theta:sin theta-cos theta=sqrt(2)cos theta}and Q={theta:sin theta+cos theta=sqrt(2)sin theta} be two sets.then

sin theta + cos theta =sqrt(2), then sin^(16)theta =______

sin theta+cos theta=sqrt(2) then sin^(16)theta=