The motor ship and the boat departed from the two piers at the same time towards each other.

The motor ship and the boat departed from the two piers at the same time towards each other. the speed of the motor ship is 30 km / h, the speed of the boat is 25 km / h. what is the distance between the piers if they met after 6 hours?

1) From the condition of the problem, we can conclude that the ship and the boat were on the way for 6 hours each.

2) Let’s calculate how far each of them traveled from the pier to the meeting point:

30 * 6 = 180 km – overcame the ship;

25 * 6 = 150 km – the boat passed.

3) Since the motor ship and the boat go towards each other, then adding up the distances that each of them covered to the meeting point, we find the distance between the piers:

180 + 150 = 330 km.

Answer: the distance between the marinas is 330 km.



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