Two trains went simultaneously to each other at the speed of the first train 74 km / h
| January 30, 2021 | education
Two trains went simultaneously to each other at the speed of the first train 74 km / h and the second train at a speed of 83 km / h, they met after 3 hours to find the distance.
Speed of 1 train (V1) – 74 km / h.
Speed of train 2 (V2) – 83 km / h.
Travel time (t) – 3 hours.
Distance (S) -?
1. Find out what distance (S1) 1 train traveled: S1 = V1 x t:
74 x 3 = 222 (km).
2. Find out what distance (S2) the 2 train traveled: S2 = V2 x t:
83 x 3 = 249 (km).
3. Find out the distance traveled by two trains together: S1 + S2:
222 + 249 = 471 (km).
Answer: Both trains covered 471 km in 3 hours.
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