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‘A’ and ‘B’ are two stations 494 km apart. A train starts from station ‘A’ at 3 p.m. and travels towards station ‘B’ at 83 km/h.
Another train starts from station ‘B’ at 4 p.m. and travels towards station ‘A’ at 54 km/h. At what time do they meet?
7 p.m.
9 a.m.
7 a.m.
8 p.m
- The distance between stations 'A' and 'B' is 494 km.
- Train 1 leaves 'A' at 3 p.m., travelling towards 'B' at 83 km/h.
- By 4 p.m., Train 1 has travelled 83 km (1 hour * 83 km/h).
- Train 2 starts from 'B' at 4 p.m., moving towards 'A' at 54 km/h.
- Now, both trains are 411 km apart (494 km - 83 km).
- Their combined speed is 137 km/h (83 km/h + 54 km/h).
- Time taken to meet: 411 km / 137 km/h = 3 hours.
- They meet 3 hours after 4 p.m., at 7 p.m.
Your answer seems right!
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