`cotx=-sqrt(3)`

Find the principal and general solutions of the following equations cotx= -sqrt3

Find the general solution of cotx= -sqrt3 ?

General solution of cotx+cosecx=sqrt(3) is

Solve cotx+"cosec"x=sqrt(3)

If alpha and beta are the solution of cotx=-sqrt3 in [0, 2pi] and alpha and gamma are the roots of "cosec x"=-2 in [0, 2pi] , then the value of (|alpha-beta|)/(beta+gamma) is equal to

If alpha and beta are the solution of cotx=-sqrt3 in [0, 2pi] and alpha and gamma are the roots of "cosec x"=-2 in [0, 2pi] , then the value of (|alpha-beta|)/(beta+gamma) is equal to

If cosecx=2/sqrt3 and cotx=-1/sqrt3 for x in[0,2pi] then cosx+cos2x+cos3x+....+cos100x is

What is/are the solutions of the trigonometric equation cosec x + cotx = sqrt3 . where 0 lt x lt 2x ?

If 0 lt x lt pi/2 then solve cot^2x-(sqrt3+1)cotx+sqrt3=0

Evaluate: int(sqrt(cotx)-sqrt(tanx))/(1+3sin2x)dx