Question

Divide(5x³-6x+4) / (x-2)

Answer 1

Given the expression

`(\left(5x³-6x+4\right))/((x-2))`
`(\left((5x³-10x^2+10x^2)-6x+4\right))/((x-2))`
`(\left(((5x^2)(x-2)+10x^2)-6x+4\right))/((x-2))`
`5x^2+(\left(10x^2-6x+4\right))/((x-2))`
`5x^2+(\left(10x^2-20x+20x-6x+4\right))/((x-2))`
`5x^2+(\left((10x)(x-2)+20x-6x+4\right))/((x-2))`
`5x^2+10x+((14x+4\rparen)/((x-2))`
`5x^2+10x+((14x-28+28+4\rparen)/((x-2))`
`5x^2+10x+((14x-28)+32)/((x-2))`
`5x^2+10x+((14)(x-2)+32)/((x-2))`
`5x^2+10x+14+(32)/((x-2))`