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• Identical expressions

• ((-cot(x)^ two - one)*log(sin(x) + one) + cos(x)*cot(x)/(sin(x) + one))*(sin(x) + one)^cot(x) = zero
• (( minus cotangent of (x) squared minus 1) multiply by logarithm of ( sinus of (x) plus 1) plus co sinus of e of (x) multiply by cotangent of (x) divide by ( sinus of (x) plus 1)) multiply by ( sinus of (x) plus 1) to the power of cotangent of (x) equally 0
• (( minus cotangent of (x) to the power of two minus one) multiply by logarithm of ( sinus of (x) plus one) plus co sinus of e of (x) multiply by cotangent of (x) divide by ( sinus of (x) plus one)) multiply by ( sinus of (x) plus one) to the power of cotangent of (x) equally zero
• ((-cot(x)2 - 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1)cot(x) = 0
• -cotx2 - 1*logsinx + 1 + cosx*cotx/sinx + 1*sinx + 1cotx = 0
• ((-cot(x)² - 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1)^cot(x) = 0
• ((-cot(x) to the power of 2 - 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1) to the power of cot(x) = 0
• ((-cot(x)^2 - 1)log(sin(x) + 1) + cos(x)cot(x)/(sin(x) + 1))(sin(x) + 1)^cot(x) = 0
• ((-cot(x)2 - 1)log(sin(x) + 1) + cos(x)cot(x)/(sin(x) + 1))(sin(x) + 1)cot(x) = 0
• -cotx2 - 1logsinx + 1 + cosxcotx/sinx + 1sinx + 1cotx = 0
• -cotx^2 - 1logsinx + 1 + cosxcotx/sinx + 1sinx + 1^cotx = 0
• ((-cot(x)^2 - 1)*log(sin(x) + 1) + cos(x)*cot(x) divide by (sin(x) + 1))*(sin(x) + 1)^cot(x) = 0

• Similar expressions

• ((-cot(x)^2 - 1)*log(sin(x) - 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1)^cot(x) = 0
• ((-cot(x)^2 + 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1)^cot(x) = 0
• ((-cot(x)^2 - 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) - 1)^cot(x) = 0
• ((cot(x)^2 - 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1)^cot(x) = 0
• ((-cot(x)^2 - 1)*log(sin(x) + 1) + cos(x)*cot(x)/(sin(x) - 1))*(sin(x) + 1)^cot(x) = 0
• ((-cot(x)^2 - 1)*log(sin(x) + 1) - cos(x)*cot(x)/(sin(x) + 1))*(sin(x) + 1)^cot(x) = 0
• ((-cot(x)^2 - 1)*log(sinx + 1) + cosx*cot(x)/(sinx + 1))*(sinx + 1)^cot(x) = 0