A ship travels 48 km in a certain time period against a current with an average speed of 6 km/h and 72 km with the stream. The question is what is the speed of the ship when there is no current. I'm stuck!
This should be easy: distance s = v (velocity) x t (time)
48 = (v - 6) t
72 = (v + 6) t
48 = vt - 6t
72 = vt + 6t
120 = 2vt, so the ship travels 60 km is still water. But I can't figure out how to calculate the velocity!
It seems that going with the stream, the ship makes an extra 12 km, and at 6 km/h this would take 2 hours.
so in still water
60 = vt
60 = v.2
so v = 30 km/h
Sorry, figured the problem out myself. I would delete this but apart from blanking out the entire post, I don't kinow how! If anyone knows how to delete a post, I wopuld be pleased to know.