Question 202694
{{{-x - 5/(3-x)}}}
Rewrite as an addition:
{{{-x + (-5)/(3-x)}}}
If you multiply the top and bottom of the fraction by -1:
{{{-x + ((-5)/(3-x))*((-1)/(-1))}}}
Simplifying we get:
{{{-x + 5/(-3 + x)}}}
Using the Commutative property in the denominator:
{{{-x + 5/(x + (-3))}}}
Rewriting the denominator as a subtraction:
{{{-x + 5/(x - 3)}}}
So the answer is (2).