SOLUTION: A car travels 20 kilometers per hour faster than a second car. The first car covers 180 kilometers in the same time the second car covers 135 kilometers. What is the average speed
Algebra ->
Rate-of-work-word-problems
-> SOLUTION: A car travels 20 kilometers per hour faster than a second car. The first car covers 180 kilometers in the same time the second car covers 135 kilometers. What is the average speed
Log On
Question 782000: A car travels 20 kilometers per hour faster than a second car. The first car covers 180 kilometers in the same time the second car covers 135 kilometers. What is the average speed of each car? Answer by mananth(16946) (Show Source):
You can put this solution on YOUR website! Car II rate = x kph
D=135
Car I rate = x+20 kph
D=180
time is same
t=d/r
180/(x+20)=135/x
cross multiply
180x=135(x+20)
180x=135x+135*20
45x=135*20
/45
x=135*20/45
x=60 kph Car II
Car I = 60 +20 = 80 kph