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• Identical expressions

• (one - x)^(one /x)*(- one /(x*(one - x)) - log(one - x)/x^ two) = zero
• (1 minus x) to the power of (1 divide by x) multiply by ( minus 1 divide by (x multiply by (1 minus x)) minus logarithm of (1 minus x) divide by x squared ) equally 0
• (one minus x) to the power of (one divide by x) multiply by ( minus one divide by (x multiply by (one minus x)) minus logarithm of (one minus x) divide by x to the power of two) equally zero
• (1 - x)(1/x)*(-1/(x*(1 - x)) - log(1 - x)/x2) = 0
• 1 - x1/x*-1/x*1 - x - log1 - x/x2 = 0
• (1 - x)^(1/x)*(-1/(x*(1 - x)) - log(1 - x)/x²) = 0
• (1 - x) to the power of (1/x)*(-1/(x*(1 - x)) - log(1 - x)/x to the power of 2) = 0
• (1 - x)^(1/x)(-1/(x(1 - x)) - log(1 - x)/x^2) = 0
• (1 - x)(1/x)(-1/(x(1 - x)) - log(1 - x)/x2) = 0
• 1 - x1/x-1/x1 - x - log1 - x/x2 = 0
• 1 - x^1/x-1/x1 - x - log1 - x/x^2 = 0
• (1 - x)^(1 divide by x)*(-1 divide by (x*(1 - x)) - log(1 - x) divide by x^2) = 0

• Similar expressions

• (1 + x)^(1/x)*(-1/(x*(1 - x)) - log(1 - x)/x^2) = 0
• (1 - x)^(1/x)*(-1/(x*(1 - x)) + log(1 - x)/x^2) = 0
• (1 - x)^(1/x)*(-1/(x*(1 - x)) - log(1 + x)/x^2) = 0
• (1 - x)^(1/x)*(1/(x*(1 - x)) - log(1 - x)/x^2) = 0
• (1 - x)^(1/x)*(-1/(x*(1 + x)) - log(1 - x)/x^2) = 0