`sqrt(3)cot^2theta+4cottheta+sqrt(3)=0`

If sqrt(3)cot^(2)theta-4cottheta+sqrt(3)=0 ,tehn find the value of cot^(2)theta+tan^(2)theta

"cosec"theta+cottheta=sqrt(3)

cot theta+cosec theta=sqrt3

Solve: 4sqrt3 cos^2 theta-4 sin theta +sqrt3 = 0[0^@lethetale90^@]

Find the value of 'theta'(0^@lethetale90^@) c. cot^2theta-(1+sqrt3)cottheta+sqrt3=0

Solve (i) sqrt(3)cos theta+sin theta=sqrt(2)(ii)sqrt(2)sec theta+tan theta=1( iii) cot theta+cos ec theta=sqrt(3)

sectheta=2/sqrt(3) and cottheta=-sqrt(3)

General solution of the equation 2 cot ^(2) theta + 2sqrt3 cot theta + 4 cosec theta + 8 =0 is

Solve cot theta + "cosec" theta =sqrt(3)

Solve cot theta + "cosec" theta =sqrt(3)