If `2theta+45o` and `30o-theta` are acute angles, find the degree measures of `theta` satisfying `sin(2theta+45o)=cos(30o-theta)`

Similar Questions

Explore conceptually related problems

If 2 theta+45o and 30o-theta are acte angles,find the degree measures of theta satisying sin(2 theta+45o)=cos(30o-theta)

If sin theta=cos(theta-45o), where theta and theta-45o are acute angles,find the degree measure of theta

If sintheta=cos(theta-45^@) , where theta and theta-45^@ are acute angles, find the degree measure of theta .

sin(30^o +theta) +cos(60^o +theta) :

If sin theta = cos (theta-45°) , where theta and theta- 45° are acute angles, find the degree measure of theta .

If cos2theta=sin4theta , where 2theta and 4theta are acute angles, find the value of theta .

If cos2 theta=sin4 theta, where 2 theta and 4 theta are acute angles,find the value of theta.

If cos2theta=sin4theta , here 2theta and 4theta are acute angles, then the value of theta is

If cos2theta=sin4theta ,where 2theta and 4theta are acute angles,then the value of theta is:

If sin 5 theta = cos 4 theta where 5 theta and 4 theta are acute angles, find the value of theta .