The distance between the two stations A and B is 250 km.Two train start simultaneously from A and B in opposite directions. The distance between them after 150 mins is 25 km. If the speed of one train is 10 km/hr.more than the other. Find the speed of the trains.
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Secondary SchoolMath5 points
The distance between two stations A and B is 250km.Two train started simultaneously from AandB in opposite directions. The distance between them after 2-1/2hours is 25 km. I If the speed of one train is 10 km/hour.more than the other. I Find the speed of each of the train s
Ask for details Follow Report bySami7376 12.08.2018
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Me · Beginner
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lilyrose Ace
The distance between the stations is 250km and after 2.5 hours the trains are 25km apart.
The total distance that the trains have traveled is 250km - 25km or 225km.
Let X be the speed of the slower train in km/hr
225km=2.5X+2.5{X+10}
Simplify the equation
225=2.5X+2.5X+25
Combine like terms
225=5X+25
Subtract 25 from both sides
200=5X
Divide both sides by 5
40=X
The slower train is moving at 40km/hr.
That means that the faster train is moving at 50km/hr
Secondary SchoolMath5 points
The distance between two stations A and B is 250km.Two train started simultaneously from AandB in opposite directions. The distance between them after 2-1/2hours is 25 km. I If the speed of one train is 10 km/hour.more than the other. I Find the speed of each of the train s
Ask for details Follow Report bySami7376 12.08.2018
Answers
Me · Beginner
Know the answer? Add it here!
THE BRAINLIEST ANSWER!

lilyrose Ace
The distance between the stations is 250km and after 2.5 hours the trains are 25km apart.
The total distance that the trains have traveled is 250km - 25km or 225km.
Let X be the speed of the slower train in km/hr
225km=2.5X+2.5{X+10}
Simplify the equation
225=2.5X+2.5X+25
Combine like terms
225=5X+25
Subtract 25 from both sides
200=5X
Divide both sides by 5
40=X
The slower train is moving at 40km/hr.
That means that the faster train is moving at 50km/hr
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