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• Identical expressions

• x^((one - log(x))/x)*((-(one - log(x))/x^ two - one /x^ two)*log(x) + (one - log(x))/x^ two) = zero
• x to the power of ((1 minus logarithm of (x)) divide by x) multiply by (( minus (1 minus logarithm of (x)) divide by x squared minus 1 divide by x squared ) multiply by logarithm of (x) plus (1 minus logarithm of (x)) divide by x squared ) equally 0
• x to the power of ((one minus logarithm of (x)) divide by x) multiply by (( minus (one minus logarithm of (x)) divide by x to the power of two minus one divide by x to the power of two) multiply by logarithm of (x) plus (one minus logarithm of (x)) divide by x to the power of two) equally zero
• x((1 - log(x))/x)*((-(1 - log(x))/x2 - 1/x2)*log(x) + (1 - log(x))/x2) = 0
• x1 - logx/x*-1 - logx/x2 - 1/x2*logx + 1 - logx/x2 = 0
• x^((1 - log(x))/x)*((-(1 - log(x))/x² - 1/x²)*log(x) + (1 - log(x))/x²) = 0
• x to the power of ((1 - log(x))/x)*((-(1 - log(x))/x to the power of 2 - 1/x to the power of 2)*log(x) + (1 - log(x))/x to the power of 2) = 0
• x^((1 - log(x))/x)((-(1 - log(x))/x^2 - 1/x^2)log(x) + (1 - log(x))/x^2) = 0
• x((1 - log(x))/x)((-(1 - log(x))/x2 - 1/x2)log(x) + (1 - log(x))/x2) = 0
• x1 - logx/x-1 - logx/x2 - 1/x2logx + 1 - logx/x2 = 0
• x^1 - logx/x-1 - logx/x^2 - 1/x^2logx + 1 - logx/x^2 = 0
• x^((1 - log(x)) divide by x)*((-(1 - log(x)) divide by x^2 - 1 divide by x^2)*log(x) + (1 - log(x)) divide by x^2) = 0

• Similar expressions

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