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Answer :
Final answer:
The Get There Car Rental rented 135 cars, 15 vans, and 5 trucks in one month. This was determined by setting up and solving a system of algebraic equations based on the information provided.
Explanation:
This is a problem of algebra, we can denote the number of cars, vans, and trucks being rented as C, V, and T respectively. Based on the problem, we have the following three equations:
- C + V + T = 155
- C = 9V
- V = 3T
We can substitute the second and third equations into the first equation, so we get 9V + V + V/3 = 155. This simplifies to 33/3V = 155, by solving it, we get V = 15. Insert V=15 into C = 9V, we get C = 135. Eventually, we put V = 15 into V = 3T, we get T = 5.
So, there were 135 cars, 15 vans, and 5 trucks rented from the Get There Car Rental in that one month.
Learn more about algebraic equations here:
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