Mister Exam

Lang:

Identical expressions
(- one + (two *x - one)^ two /(four *x*(x - one)))/sqrt(x*(x - one)) = zero
( minus 1 plus (2 multiply by x minus 1) squared divide by (4 multiply by x multiply by (x minus 1))) divide by square root of (x multiply by (x minus 1)) equally 0
( minus one plus (two multiply by x minus one) to the power of two divide by (four multiply by x multiply by (x minus one))) divide by square root of (x multiply by (x minus one)) equally zero
(-1 + (2*x - 1)^2/(4*x*(x - 1)))/√(x*(x - 1)) = 0
(-1 + (2*x - 1)2/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0
-1 + 2*x - 12/4*x*x - 1/sqrtx*x - 1 = 0
(-1 + (2*x - 1)²/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0
(-1 + (2*x - 1) to the power of 2/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0
(-1 + (2x - 1)^2/(4x(x - 1)))/sqrt(x(x - 1)) = 0
(-1 + (2x - 1)2/(4x(x - 1)))/sqrt(x(x - 1)) = 0
-1 + 2x - 12/4xx - 1/sqrtxx - 1 = 0
-1 + 2x - 1^2/4xx - 1/sqrtxx - 1 = 0
(-1 + (2*x - 1)^2 divide by (4*x*(x - 1))) divide by sqrt(x*(x - 1)) = 0
Similar expressions
(1 + (2*x - 1)^2/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0
(-1 + (2*x - 1)^2/(4*x*(x - 1)))/sqrt(x*(x + 1)) = 0
(-1 + (2*x - 1)^2/(4*x*(x + 1)))/sqrt(x*(x - 1)) = 0
(-1 - (2*x - 1)^2/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0
(-1 + (2*x + 1)^2/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0

(-1 + (2x - 1)^2/(4x(x - 1)))/sqrt(x(x - 1)) = 0 equation

(-1 + (2*x - 1)^2/(4*x*(x - 1)))/sqrt(x*(x - 1)) = 0 equation