Question

How do you reduce to lowest term `(x^3-3x)/(x^2-3x)`?

Answer 1

`((x^2 -3))/((x-3)`

`x !=0 and x!=3`

Explanation:

Find factors of the numerator and denominator

`(x^3-3x)/(x^2-3x)`

=`(x(x^2 -3))/(x(x-3))" "larr x !=0 and x!=3`

=`((x^2 -3))/((x-3)`