A Taxi Company purchases 5 cars each time and rents 3 cars each time. If purchasing 5 cars or renting 3 cars is one time, and the number of the total cars increased 14 in the past year, what is the total time of the purchasing and renting?
A 3
B 4
C 5
D 6
E 7
Taxi
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5P +3R= 2T, where T is total Time.ketkoag wrote:A Taxi Company purchases 5 cars each time and rents 3 cars each time. If purchasing 5 cars or renting 3 cars is one time, and the number of the total cars increased 14 in the past year, what is the total time of the purchasing and renting?
A 3
B 4
C 5
D 6
E 7
Note that 5P+3R= Total Cars at any time. The only way this can be 14 is when P=1 and R =3. So this gives
14=2T
T=7
Choose E.
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What's the source of this question? It includes some pretty horrible wording.ketkoag wrote:A Taxi Company purchases 5 cars each time and rents 3 cars each time. If purchasing 5 cars or renting 3 cars is one time, and the number of the total cars increased 14 in the past year, what is the total time of the purchasing and renting?
A 3
B 4
C 5
D 6
E 7
I interpreted it completely differently from dtweah.
Under my interpretation, "one time" is buying 5 OR renting 3.
If the number of cars increased by 14, then we must have had one purchase and 3 rentals (since the only way to "make" 14 out of 3s and 5s is one 5 and three 3s).
Therefore, there are 4 "times"... choose B.
Again, the wording is atrocious in the question and I find it hard to believe that a real GMAT question would be so poorly written.
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I struggled between those two interpretations. Very confusing problem. Under my interpretation you getStuart Kovinsky wrote:What's the source of this question? It includes some pretty horrible wording.ketkoag wrote:A Taxi Company purchases 5 cars each time and rents 3 cars each time. If purchasing 5 cars or renting 3 cars is one time, and the number of the total cars increased 14 in the past year, what is the total time of the purchasing and renting?
A 3
B 4
C 5
D 6
E 7
I interpreted it completely differently from dtweah.
Under my interpretation, "one time" is buying 5 OR renting 3.
If the number of cars increased by 14, then we must have had one purchase and 3 rentals (since the only way to "make" 14 out of 3s and 5s is one 5 and three 3s).
Therefore, there are 4 "times"... choose B.
Again, the wording is atrocious in the question and I find it hard to believe that a real GMAT question would be so poorly written.
4 when p=1 and R =3. So I really think
P+R should give total time, b/c 1 P means 5 cars and 3 Rs mean 3 cars.
But that interpretation conflicts with my set up. But nice take.