SOLUTION: Two trains made the same 360-mile run. Since one train traveled 15 mph faster than the other, it arrived 4 hours earlier. Find the speed of each train.

Algebra.Com
Question 1154639: Two trains made the same 360-mile run. Since one train traveled 15 mph faster than the other, it arrived 4 hours earlier. Find the speed of each train.
Answer by josgarithmetic(39615)   (Show Source): You can put this solution on YOUR website!
                  SPEED       TIME           DISTANCE

TRAIN                x        360/x            360

OTHERTRAIN          x+15      360/(x+15)       360

DIFF.                          4

-------simplify and solve this.

RELATED QUESTIONS

Two trains made the same 360-mile run. Since one train traveled 10 mph faster than the... (answered by ikleyn,Boreal)
Two trains made the same 315-mile run. Since one train traveled 10 mph faster than the... (answered by josgarithmetic)
Two trains made the same 315-mile run. Since one train traveled 10 mph faster than the... (answered by lwsshak3)
Two trains made the same 150-mile run. Since one train traveled 20 mph faster than the... (answered by ikleyn)
Finding rates Two trains made the same 315-mile run. Since one train traveled 10mph... (answered by dkppathak)
Two trains made the same 315-mile trip. Since one train traveled 10 mph faster than the... (answered by richwmiller)
Two trains made the same 350-mile run. Since one train traveled 15 mph faster than the... (answered by umnikmo)
Two trains make the same 225 mph run. Since one train travels 20 mph faster than the... (answered by Alan3354)
Two motorcycles made the same 315 mile drive. One motorcycle traveled 10 mph faster than... (answered by Alan3354)