simplify by removing factors of 1
4w-24/6-w
4(w-6)/(6-w)= -4(w-6)/(w-6)=-4
To simplify the expression (4w - 24) / (6 - w) by removing factors of 1, we need to rewrite the expression in a way that eliminates any common factors.
First, let's factor out any common factors in both the numerator and denominator.
Notice that 4w - 24 can be factored as 4(w - 6), and 6 - w can be rewritten as -(w - 6) by factoring out -1.
So, the expression becomes:
4(w - 6) / -1(w - 6)
Now, we can cancel out the common factor (w - 6) in the numerator and denominator.
The simplified expression is:
4 / -1
Therefore, the answer is -4.