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

Find the general solution for each of the following equations : tan^(2)theta+(1-sqrt(3))tantheta-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

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

Solve the following equations for 0^(@)lethetale90^(@) : (i) 2cos^(2)theta=(1)/(2) (ii) 4sin^(2)theta-3=0 (iii) sin^(2)theta-(1)/(2)sintheta=0 (iv) tan^(2)theta-(sqrt(3)+1)tantheta+sqrt(3)=0 (v) sintheta-costheta=0

Solve the following equations for 0^(@)lethetale90^(@) : (i) 2cos^(2)theta=(1)/(2) (ii) 4sin^(2)theta-3=0 (iii) sin^(2)theta-(1)/(2)sintheta=0 (iv) tan^(2)theta-(sqrt(3)+1)tantheta+sqrt(3)=0 (v) sintheta-costheta=0

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

Solve that following equations: quad tan^(2)theta+(1-sqrt(3))tan theta-sqrt(3))=0

Solve tan^2 theta -(sqrt3 +1)tantheta +sqrt3 =0

The solution set of tan^(2)theta - (1+sqrt(3))tan theta + sqrt(3) =0 is