Consider `tantheta+sinphi=3/2` and `tan^2theta+cos^2phi=7/4` then find maximum value of `(12(theta+phi))/pi` if `(theta+phi) in (0,2pi)`

Consider tan theta+sin phi=(3)/(2) and tan^(2)theta+cos^(2)phi=(7)/(4) then find maximum value of (12(theta+phi))/(pi) if (theta+phi)in(0,2 pi)

If tan theta=3tan phi, then the maximum value of tan^(2)(theta-phi) is

If tantheta=3tanphi , then the maximum value of tan^2(theta-phi) is

If tantheta = ntan phi then the maximum value of tan^(2)(theta - phi) is equal to

IF tan^2 theta=2 tan^2 phi +1 then find the value of cos 2 theta+sin^2 phi .

7.If tan theta=n tan phi, then maximum value of tan^(2)(theta-phi) is equal to

If sin theta+sin phi=a and cos theta+cos phi=b find the value of tan((theta-phi)/(2))

If tan^(2)theta=2tan^(2)phi+1 then the value of cos(2theta)+sin^(2)phi is ………..

If sin theta+ sin phi = a, cos theta + cos phi = b, find the value of sin ( theta+phi) and cos 2theta + cos 2phi where |b|>|a|