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• Identical expressions

• ((- two *cot(two *x)^ two - two)*log(cos(x)) - sin(x)*cot(two *x)/cos(x))*cos(x)^cot(two *x) = zero
• (( minus 2 multiply by cotangent of (2 multiply by x) squared minus 2) multiply by logarithm of ( co sinus of e of (x)) minus sinus of (x) multiply by cotangent of (2 multiply by x) divide by co sinus of e of (x)) multiply by co sinus of e of (x) to the power of cotangent of (2 multiply by x) equally 0
• (( minus two multiply by cotangent of (two multiply by x) to the power of two minus two) multiply by logarithm of ( co sinus of e of (x)) minus sinus of (x) multiply by cotangent of (two multiply by x) divide by co sinus of e of (x)) multiply by co sinus of e of (x) to the power of cotangent of (two multiply by x) equally zero
• ((-2*cot(2*x)2 - 2)*log(cos(x)) - sin(x)*cot(2*x)/cos(x))*cos(x)cot(2*x) = 0
• -2*cot2*x2 - 2*logcosx - sinx*cot2*x/cosx*cosxcot2*x = 0
• ((-2*cot(2*x)² - 2)*log(cos(x)) - sin(x)*cot(2*x)/cos(x))*cos(x)^cot(2*x) = 0
• ((-2*cot(2*x) to the power of 2 - 2)*log(cos(x)) - sin(x)*cot(2*x)/cos(x))*cos(x) to the power of cot(2*x) = 0
• ((-2cot(2x)^2 - 2)log(cos(x)) - sin(x)cot(2x)/cos(x))cos(x)^cot(2x) = 0
• ((-2cot(2x)2 - 2)log(cos(x)) - sin(x)cot(2x)/cos(x))cos(x)cot(2x) = 0
• -2cot2x2 - 2logcosx - sinxcot2x/cosxcosxcot2x = 0
• -2cot2x^2 - 2logcosx - sinxcot2x/cosxcosx^cot2x = 0
• ((-2*cot(2*x)^2 - 2)*log(cos(x)) - sin(x)*cot(2*x) divide by cos(x))*cos(x)^cot(2*x) = 0

• Similar expressions

• ((-2*cot(2*x)^2 - 2)*log(cos(x)) + sin(x)*cot(2*x)/cos(x))*cos(x)^cot(2*x) = 0
• ((2*cot(2*x)^2 - 2)*log(cos(x)) - sin(x)*cot(2*x)/cos(x))*cos(x)^cot(2*x) = 0
• ((-2*cot(2*x)^2 + 2)*log(cos(x)) - sin(x)*cot(2*x)/cos(x))*cos(x)^cot(2*x) = 0
• ((-2*cot(2*x)^2 - 2)*log(cosx) - sinx*cot(2*x)/cosx)*cosx^cot(2*x) = 0