SOLUTION: A driver sets out on a 20-mile trip. When he has gone halfway he finds he has averaged 25 mph. At what speed must he travel the rest of the way to make his overall average speed fo
Algebra ->
Customizable Word Problem Solvers
-> Travel
-> SOLUTION: A driver sets out on a 20-mile trip. When he has gone halfway he finds he has averaged 25 mph. At what speed must he travel the rest of the way to make his overall average speed fo
Log On
Question 182870: A driver sets out on a 20-mile trip. When he has gone halfway he finds he has averaged 25 mph. At what speed must he travel the rest of the way to make his overall average speed for the trip 40 mph?
What is the equation to figure this question out? Answer by Edwin McCravy(20056) (Show Source):
You can put this solution on YOUR website! A driver sets out on a 20-mile trip. When he has gone halfway he finds he has averaged 25 mph. At what speed must he travel the rest of the way to make his overall average speed for the trip 40 mph?
What is the equation to figure this question out?
In order to average 40mph on a 20 mile trip, the time his
total trip must take is found by:
So in order to average 40mph he must arrive half an hour after he left.
Now we'll calculate how much of that half hour he has already used up
during the first half of his trip, or 10 miles:
Therefore he has only or or of
an hour left to travel the remaining 10 miles. Now to find
out what rate he must travel in that remaining hour,
we use:
Edwin