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

cot theta+cosec theta=sqrt3

Solve: cot theta+csc theta=sqrt(3)

Solve the equations: cot theta + cosec theta = sqrt(3)

If cot theta + cosec theta = sqrt(3) then theta =

For which acute angle theta cosec^2 theta= 3 sqrt3 cot theta-5 ?

If cosec theta =2 cot theta=sqrt(3) p,where ' theta ' is an acute angle,then the value of p is:

Find the most general value of theta that satisfying both the equations "cosec" theta = -2, cot theta = -sqrt(3)

If cosec theta+cot theta=sqrt(3) , then detemine the value of both "cosec"theta and cot theta .

If "cosec" theta -cot theta=sqrt(2) -1 , calculate the value of ("cosec" theta+cot theta) .