13. The distance between two stations A and B is
250 km. Two trains start simultaneously from
A and B in opposite directions. The distance
between them after 2- hours is 25 km. If the
speed of one train is ī0 km/hr. more than the
other. Find the speed of each of the trains.
Answers
Answered by
2
Step-by-step explanation:
Let the speed of one train be x km/h
Then speed of another train will be x + 10km/h.
Given,
Time is 2 hours
We know,
speed = distance × time
distance = speed / time
So, distance covered by first train
= x/2
Distance covered by second train
= (x+10)/2
Distance between them after two hours = 25km
So, if distance between the station is 250km and they cover some distance in which 25km is left,
According to question,
x/2 + (x + 10)/2 + 25 = 250
(x + x + 10 + 50)/2 = 250
2x + 60 = 500
2x = 440
x = 220km/h
Hence the speed of one train is 220km/h , while speed of another train is 230km/h
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