Find the number of distinct solution of `secx+tanx=sqrt(3)`

Find the number of distinct solutions of secx+tan x=sqrt(3), where 0<=x<=3 pi

Solve secx-tanx=sqrt3

Find general solution of tanx=sqrt(3)

Let S={x in (-pi,pi),x!=0+-(pi)/2} . The sum of all distinct solution is of the equation sqrt(3)secx+(cosecx+2(tanx-cotx)=0 in the set S=

Solve : secx-tanx=sqrt3 .

Find the number of solutions of tanx + secx = 2cosx in [0,2pi]

Find the principal and general solution of tanx=sqrt(3)

General solution of sqrt(2)secx+tanx=1 is