Posted by mich on Wednesday, August 17, 2011 at 12:43am.
Let the speed of the faster car be V. The other is then V - 5 (in mph)
The travel times are 150/V and 150/(V-5)
150/(V-5) - 150/V = 1/7 hour
Solve that equation for V. That will require solving a quadratic. I'd prefer to take a guess or two.
If V = 75,
2.143 - 2.000 = 0.143 = 1/7
Therefore the speeds are 75 and 70 mph
Related Questions
math - on the fastest speedways, some drivers reach average speeds of 2 miles ...
math - On the fastest speedways some drivers reach average speeds of 4 miles per...
math,algebra - can someone just set up the equations for me for this problem. ...
algebra - During rush hour, Bill can drive 60 miles using the side roads in the ...
Physics - A car sits in an entrance ramp to a freeway, waiting for a break in ...
statistic - A survey of drivers in the United States found that 15% never use a ...
stastics - A survey of drivers in the United States found that 15% never use a ...
Maths - "slow drivers" contribute to road rage problems and the police...
math - During rush hour, Fernando can drive 20 miles using the side roads in the...
physic - A police officer arrives at the scene of the collision of the two ...
For Further Reading