If ` sin theta = p/q`, then the value of `cos theta + sin theta`

If (2 sin theta )/(1+ cos theta + sin theta )=x, find the value of (1- cos theta + sin theta )/(1+ sin theta )

If cos theta + sin theta =sqrt2 cos theta , then the value of (cos theta -sin theta)/(sin theta) is

If tan theta=(p)/(q) then the value of (p sin theta-q cos theta)/(p sin theta+q cos theta) is

Solve : cos p theta = sin q theta.

If sin theta + cos theta =1, the value of sin theta cos theta is

If tan theta = p/q then (p sin theta - q cos theta)/(p sin theta + q cos theta)=

If tan theta = p/q then (p sin theta - q cos theta)/(p sin theta + q cos theta)=

If sin theta_1+sin theta_2+sin theta_3+sin theta_4=4 , then what is the value of cos theta_1+cos theta_2+cos theta_3+cos theta_4=?

If x=(2 sin theta)/(1+ sin theta + cos theta) then the value of (1+ sin theta - cos theta)/(1+ sin theta)