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1. In the first scenario, 1-st car was on the way 3 hours (from 6 am till 9 am) before meeting.
2-nd car was on the way 2 hours before meeting.
Let "a" and "b" be their rates in miles per MINUTE, respectively.
Then from the first scenario, the total distance between the cities was
180a + 120b = 148 miles. (1) (3 hours = 180 minutes; 2 hours = 120 minutes !)
2. In the second scenario, each car was on the way 2 hours and 28 minutes = 148 minutes.
Therefore, the second equation for the entire distance is
148a + 148b = 148 miles, or
a + b = 1 (miles per minute) (2)
3. Thus you have this system of two equations in two unknowns
a + b = 1, and
180a + 120b = 148.
Solve it by ANY method you want. Both methods - Substitution and Elimination - are good. Choose any and complete the solution on your own.
4. H a p p y s o l v i n g ! !