Question

Perform (8u-9)/(v+5)+(-3u-5)/(v+5) Enter the correct answer.

Answer 1

To perform the expression, combine the two fractions with a common denominator and simplify the numerator. The simplified expression is (5u - 14)/(v+5).

Step-by-step explanation:

To perform the given expression, we need to combine the two fractions with a common denominator. In this case, the common denominator is (v+5). So, the expression becomes:

(8u-9)/(v+5) + (-3u-5)/(v+5)

Next, we can combine the numerators of the fractions:

(8u-9+(-3u-5))/(v+5)

Simplifying the numerator gives us:

(8u - 9 - 3u - 5)/(v+5)

Combining like terms:

(5u - 14)/(v+5)

Therefore, the simplified expression is (5u - 14)/(v+5).

Learn more about Combining fractions