Answer: (4W + 13) / (W - 5)
Explanation:
Step 1: Find a common denominator for both fractions. In this case, the common denominator is (W - 5).
Step 2: Write each fraction with the common denominator:
(2W + 7) / (W - 5) = (2W + 7) / (W - 5)
(2W + 6) / (W - 5) = (2W + 6) / (W - 5)
Step 3: Add the fractions:
(2W + 7) / (W - 5) + (2W + 6) / (W - 5) = [(2W + 7) + (2W + 6)] / (W - 5)
Simplify the numerators:
(2W + 7 + 2W + 6) / (W - 5) = (4W + 13) / (W - 5)