`A = x/(x - 1)^2(ĐK: x ne 1)`
`Đặt y = x - 1 <=> x = y + 1`
`=> A = (y + 1)/y^2`
`= 1/y + 1/y^2`
`Đặt a = 1/y`
`=> A = a + a^2`
`= a^2 + 2a. 1/2 + 1/4 - 1/4`
`= (a + 1/2)^2 - 1/4 >= -1/4 forall a`
Dấu "`=`" xảy ra `<=> a = -1/2 <=> y = -2 <=> x = -1`
Vậy `A_{Mi n} = -1/4 <=> x = -1`