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Two trains, running between Bangalore and Chennai, start at the same time from their respective locations and proceed
towards each other at the speed of 80km/h and 95km/h. When they meet, it is found that one train has travelled 180km more
than the other.The distance between Bangalore and Chennai is _______.
1200 km
2100 km
345km
400 km
- Let's call the distance traveled by the first train \( x \) km.
- Since the second train travels 180 km more, it will be \( x + 180 \) km.
- The time taken for both trains to meet is the same.
- For the first train: time = \( \frac{x}{80} \) hours.
- For the second train: time = \( \frac{x + 180}{95} \) hours.
- Equating the time for both trains:
$$
\frac{x}{80} = \frac{x + 180}{95}
- Solve for \( x \):
95x = 80(x + 180)
95x = 80x + 14400
15x = 14400
x = 960
- So, the first train travels 960 km.
- The second train travels \( 960 + 180 = 1140 \) km.
- The total distance = \( 960 + 1140 = 2100 \) km.
- Correct Answer: Option 2 - 2100 km
-
By: santosh ProfileResourcesReport error
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