To find the time it takes for the two trains to meet, we can use the equation:
Distance = Rate * Time
For Train A, the distance it travels is 50 mph * Time.
For Train B, the distance it travels is 60 mph * Time.
Since the total distance is 330 miles, we can set up the equation:
(50 mph * Time) + (60 mph * Time) = 330 miles
Multiplying the rates by the time gives us:
50T + 60T = 330
Combining like terms:
110T = 330
Dividing both sides by 110:
T = 330/110
T = 3
Therefore, the two trains meet after 3 hours.
Train A leaves Westtown and travels at 50 mph toward Smithville, 330 miles away. At the same time, Train B leaves Smithville and travels at 60 mph toward Westtown.
After how many hours do the two trains meet?
1 answer
2 answers