-sqrt((log(x) - one)^ two)/(x^ two *(log(x) - one)) = zero
minus square root of (( logarithm of (x) minus 1) squared ) divide by (x squared multiply by ( logarithm of (x) minus 1)) equally 0
minus square root of (( logarithm of (x) minus one) to the power of two) divide by (x to the power of two multiply by ( logarithm of (x) minus one)) equally zero
-√((log(x) - 1)^2)/(x^2*(log(x) - 1)) = 0
-sqrt((log(x) - 1)2)/(x2*(log(x) - 1)) = 0
-sqrtlogx - 12/x2*logx - 1 = 0
-sqrt((log(x) - 1)²)/(x²*(log(x) - 1)) = 0
-sqrt((log(x) - 1) to the power of 2)/(x to the power of 2*(log(x) - 1)) = 0
-sqrt((log(x) - 1)^2)/(x^2(log(x) - 1)) = 0
-sqrt((log(x) - 1)2)/(x2(log(x) - 1)) = 0
-sqrtlogx - 12/x2logx - 1 = 0
-sqrtlogx - 1^2/x^2logx - 1 = 0
-sqrt((log(x) - 1)^2) divide by (x^2*(log(x) - 1)) = 0