Mister Exam

Lang:

Identical expressions
(one /x - (x - one * one)/x^ two)/(one + (x - one * one)^ two /x^ two) = zero
(1 divide by x minus (x minus 1 multiply by 1) divide by x squared ) divide by (1 plus (x minus 1 multiply by 1) squared divide by x squared ) equally 0
(one divide by x minus (x minus one multiply by one) divide by x to the power of two) divide by (one plus (x minus one multiply by one) to the power of two divide by x to the power of two) equally zero
(1/x - (x - 1*1)/x2)/(1 + (x - 1*1)2/x2) = 0
1/x - x - 1*1/x2/1 + x - 1*12/x2 = 0
(1/x - (x - 1*1)/x²)/(1 + (x - 1*1)²/x²) = 0
(1/x - (x - 1*1)/x to the power of 2)/(1 + (x - 1*1) to the power of 2/x to the power of 2) = 0
(1/x - (x - 11)/x^2)/(1 + (x - 11)^2/x^2) = 0
(1/x - (x - 11)/x2)/(1 + (x - 11)2/x2) = 0
1/x - x - 11/x2/1 + x - 112/x2 = 0
1/x - x - 11/x^2/1 + x - 11^2/x^2 = 0
(1 divide by x - (x - 1*1) divide by x^2) divide by (1 + (x - 1*1)^2 divide by x^2) = 0
Similar expressions
(1/x - (x + 1*1)/x^2)/(1 + (x - 1*1)^2/x^2) = 0
(1/x - (x - 1*1)/x^2)/(1 + (x + 1*1)^2/x^2) = 0
(1/x + (x - 1*1)/x^2)/(1 + (x - 1*1)^2/x^2) = 0
(1/x - (x - 1*1)/x^2)/(1 - (x - 1*1)^2/x^2) = 0

(1/x - (x - 11)/x^2)/(1 + (x - 11)^2/x^2) = 0 equation

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