Concept:When a ratio is given, we assign a common variable to both terms to simplify calculations.Explanation:Let x=3k and y=4k (since x:y=3:4).Then 7x+2y=7(3k)+2(4k)=21k+8k=29k.And 7x−2y=7(3k)−2(4k)=21k−8k=13k.So the required ratio (7x+2y):(7x−2y)=29k:13k=29:13.Answer:D. 29:13