((two *tan(two *x)^ two + two)*cot(x/ two)/tan(two *x) + (-cot(x/ two)^ two / two - one / two)*log(tan(two *x)))*tan(two *x)^cot(x/ two) = zero
((2 multiply by tangent of (2 multiply by x) squared plus 2) multiply by cotangent of (x divide by 2) divide by tangent of (2 multiply by x) plus ( minus cotangent of (x divide by 2) squared divide by 2 minus 1 divide by 2) multiply by logarithm of ( tangent of (2 multiply by x))) multiply by tangent of (2 multiply by x) to the power of cotangent of (x divide by 2) equally 0
((two multiply by tangent of (two multiply by x) to the power of two plus two) multiply by cotangent of (x divide by two) divide by tangent of (two multiply by x) plus ( minus cotangent of (x divide by two) to the power of two divide by two minus one divide by two) multiply by logarithm of ( tangent of (two multiply by x))) multiply by tangent of (two multiply by x) to the power of cotangent of (x divide by two) equally zero
((2*tan(2*x)^2 + 2)*cot(x divide by 2) divide by tan(2*x) + (-cot(x divide by 2)^2 divide by 2 - 1 divide by 2)*log(tan(2*x)))*tan(2*x)^cot(x divide by 2) = 0