two trains are 550 miles apart heading toward each other on parallel tracks. Train A is traveling east at 35 miles per hour, while train B travels west at 45 miles per hour. When will the trains meet each other in their respective tracks?

Question

Yazmin Bowen

Mathematics

4 December, 20:13

two trains are 550 miles apart heading toward each other on parallel tracks. Train A is traveling east at 35 miles per hour, while train B travels west at 45 miles per hour. When will the trains meet each other in their respective tracks?

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Answers (2)

Know the Answer?

Emilee Neal · Answer 1

Answer: they would meet after 6.875 hours.

Step-by-step explanation:

By the time both trains meet, they would have covered a total distance of 550 miles.

Let t represent the time it will take both trains to meet.

Distance = speed * time

Train A is traveling east at 35 miles per hour. Distance covered by train A after t hours is 35t

Train B travels west at 45 miles per hour. Distance covered by train B after t hours is 45t

Since total distance covered is 550 miles, it means that

35t + 45t = 550

80t = 550

t = 550/80

t = 6.875 hours

Frances Spears · Answer 2

6 ⅞ hours later

Or, 6 hours 52.5 minutes later

Step-by-step explanation:

Combined speed = 35+45 = 80

550/time = 80

time = 6 ⅞ hours later