" `11."tan theta-sqrt(3)cot theta+1=sqrt(3)`

Solve : (0^@le thetale90^@) : tan^2 theta-(sqrt(3)+1) tan theta+sqrt(3)=0

If theta is positive and acute, solve: tan theta +sqrt3 cot theta =sqrt3 +1

tan^(2)theta-(1+sqrt(3))tan theta+sqrt(3)=0

If tan^(2)theta-(1+sqrt(3))tan theta+sqrt(3)=0, then the general value of theta is

If tan^(2)theta-(1+sqrt(3))tan theta+sqrt(3)=0, then the general value of theta is

If : tan theta - sqrt(2) cdot "sec" theta = sqrt(3) , then : theta =

Solve tan theta+tan2 theta+sqrt(3)tan theta tan2 theta=sqrt(3)

The general value of theta satisfying tan theta+tan2 theta+sqrt(3)tan theta tan2 theta=sqrt(3)

Find the pricipal solution and general solutions of the following (i) sin theta=-1/sqrt2 (ii) cot theta=sqrt3 (iii) tan theta=-1/sqrt3

Solve that following equations: tan theta+tan2 theta+sqrt(3)tan theta tan2 theta=sqrt(3)