2*8tan(theta-15^(@))=tan(theta+15^(@))

Solve: 3tan(theta-15^(@))=tan(theta+15^(@))

The general solution of equation 3tan(theta-15^(@))=tan(theta+15^(@))is

Solve: 3tan(theta-15^(@))=tan(theta+15^(@))

If 3 tan (theta-15^(@))=tan(theta+15^(@)), 0lt thetalt pi,then theta=

If 3tan(theta-15^(@))=tan(theta+15^(0))0

If 3tan(theta-15^(@))=tan(theta+15^(0)), then theta is equal to n in Z ) pi pi+(pi)/(4) (b) n pi+(pi)/(8)n pi+(pi)/(3) (d) none of these

If 3 tan (theta - 15^(@))=tan (theta + 15^(@)), 0 lt theta lt pi then theta =

If tantheta-cottheta=0andtheta is positive acute angle , then the value of (tan(theta+15^(@)))/(tan(theta-15^(@))) is

If 3 tan (theta - 15^@) = tan (theta + 15^@) , then the general value of theta is

Prove that, cot ( theta + 15^(@))- tan(theta - 15^(@))=(4 cos 2 theta)/(1+2 sin 2 theta)