| I think this equation leads to either:
(a) the midddle term is 0, so that -cot(2x) =0, or
(b) the sum of the other two terms is 0, so that cot^2(2x)-3 = 0. This leads to two solutions, but since -cot(2x) must be positive (so that the middle term with the square root is valid) only one of those solutions is possible.
From this you get a series of values for x that satisfy either (a) or (b). Can you go from there? |