SOLUTION: One train travels 50 miles per hour faster than a second train. If the slower train travels 225 miles in the same amount of time as the faster train travels 375 miles, what is the

Algebra.Com
Question 433621: One train travels 50 miles per hour faster than a second train. If the slower train travels 225 miles in the same amount of time as the faster train travels 375 miles, what is the speed of the faster train?
Answer by mananth(16946)   (Show Source): You can put this solution on YOUR website!
Train A x mph
Train B 50 faster

Train A 225 miles
Train B 375 miles
Train A time =Train B time

225/x=375/(x+50)cross multiply
225(x+50)=375x
225x+11250=375 x
375x-225x=11250
150x=11250
/150
x=75 mph Train A

125 mph Train B

RELATED QUESTIONS

A freight train travels 90 miles in the same time that a passenger train travels 150... (answered by checkley77)
An express train travels 150 miles in the same time that a freight train travels 100... (answered by mananth)
A passenger train travels 392 miles in the same time it takes a freight train to travel... (answered by josmiceli)
an express train travels 150 miles in the same direction that a freight train travels 100 (answered by lynnlo)
A passenger train travels 150 miles in the same time that a frieght train travels 100... (answered by stanbon)
Two trains heading towards each other are 400 miles apart one train travels 15 miles per... (answered by Stitch)
Two trains heading toward each other are 400 miles apart. One train travels 15 miles per... (answered by rfer)
Two trains heading toward each other are 400 miles apart. One train travels 15 miles per... (answered by josgarithmetic)
a freight train travel 180 miles in the same time a passenger train travels 200 miles.... (answered by jorel1380)