Two cars travel to Edmonton at the same time. Car A travels 240 km in the same time it takes Car B to travel 180 km. Car A travels an average of 25 km/h faster than Car B. A rational equation that relates the average 180 speeds of the two cars is: 240 v+25 = 2 where v kilometres per hour is the average speed of Car B. Determine the average speed of the fastest car, to the nearest kilometre per hour. V Answer:
Two cars travel to Edmonton at the same time. Car A travels 240 km in the same time it takes Car B to travel 180 km. Car A travels an average of 25 km/h faster than Car B. A rational equation that relates the average 180 speeds of the two cars is: 240 v+25 = 2 where v kilometres per hour is the average speed of Car B. Determine the average speed of the fastest car, to the nearest kilometre per hour. V Answer:
Chapter1: Equations, Inequalities, And Mathematical Modeling
Section: Chapter Questions
Problem 22T: On the first part of a 350-kilometer trip, a salesperson travels 2 hours and 15 minutes at an...
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![Two cars travel to Edmonton at the same time. Car A travels 240 km in the same time it takes Car B to travel
180 km. Car A travels an average of 25 km/h faster than Car B. A rational equation that relates the average
240 180
v+25
speeds of the two cars is:
-
V
where v kilometres per hour is the average speed of Car B. Determine
the average speed of the fastest car, to the nearest kilometre per hour.
Finis
Answer:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7731a742-afef-4e39-ad5d-a34aba8a3aa0%2Fa1701570-e395-42e7-bd67-0542e0881f88%2Fc0897ik_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Two cars travel to Edmonton at the same time. Car A travels 240 km in the same time it takes Car B to travel
180 km. Car A travels an average of 25 km/h faster than Car B. A rational equation that relates the average
240 180
v+25
speeds of the two cars is:
-
V
where v kilometres per hour is the average speed of Car B. Determine
the average speed of the fastest car, to the nearest kilometre per hour.
Finis
Answer:
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