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# A total of n trucks and cars are parked in the lot. If the

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Manager
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A total of n trucks and cars are parked in the lot. If the [#permalink]

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20 Sep 2006, 16:05
This topic is locked. If you want to discuss this question please re-post it in the respective forum.

A total of n trucks and cars are parked in the lot. If the number of cars is 1/4 the number of trucks, and 2/3 of the trucks are pickups, how many pickups, in terms of n, are parked in the lot?

A. 1/6n
B. 5/12n
C. 1/2n
D. 8/15n
E. 11/12n

Last edited by positive soul on 21 Sep 2006, 16:06, edited 1 time in total.

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Manager
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21 Sep 2006, 16:26
1
KUDOS
2
This post was
BOOKMARKED
D: 8/15

T+C=n
C=(1/4)T
PU=(2/3)T

T(1+1/4)=(5/4)T=n --> T=(4/5)n

PU=(2/3)(4/5)n=(8/15)n
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SVP
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21 Sep 2006, 17:17
1
KUDOS
A total of n trucks and cars are parked in the lot. If the number of cars is 1/4 the number of trucks, and 2/3 of the trucks are pickups, how many pickups, in terms of n, are parked in the lot?

A. 1/6n
B. 5/12n
C. 1/2n
D. 8/15n
E. 11/12n

T+C = N

C = T/4 THUS N = 5/4 T THUS T = 4/5N

2/3 T = PICK UPS IN TERMS OF N

2/3*4/5 = 8/15N MY ANSWER IS D

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Director
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20 Sep 2006, 20:57
positive soul wrote:
A total of n trucks are parked in the lot. If the number of cars is 1/4 the number of trucks, and 2/3 of the trucks are pickups, how many pickups, in terms of n, are parked in the lot?

A. 1/6n
B. 5/12n
C. 1/2n
D. 8/15n
E. 11/12n

Is the wording right? The way I see it, total no. of trucks = n. 2/3rds are pick ups, so no of pickups = 2n/3

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Senior Manager
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20 Sep 2006, 21:09
Yup , something wrong with the question here. Did you miss one of the answer options like "None of the above",

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Manager
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20 Sep 2006, 21:16
positive soul wrote:
A total of n trucks are parked in the lot. If the number of cars is 1/4 the number of trucks, and 2/3 of the trucks are pickups, how many pickups, in terms of n, are parked in the lot?

A. 1/6n
B. 5/12n
C. 1/2n
D. 8/15n
E. 11/12n

Do you mean 2/3 of the cars are pick-ups?
In that case, the answer is A =n/6

Else isnt the answer is 2n/3 ?

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VP
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21 Sep 2006, 04:31
A total of n trucks are parked in the lot. If the number of cars is 1/4 the number of trucks, and 2/3 of the trucks are pickups, how many pickups, in terms of n, are parked in the lot?

IF the question is worded correctly (which I don't think is), answer has to be (2/3)N. Easiest Ps I every solved! LOL

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Manager
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21 Sep 2006, 16:07
You guys are right, I missed a very important piece of information.
I have just edited the post.

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Senior Manager
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21 Sep 2006, 16:21

Total N Cars and Trucks
Cars n/4
Trucks 3n/4

Pickups = 2/3* 3n/4= n/2

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Senior Manager
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21 Sep 2006, 17:27
My Mistake

You are right , it should be 2/3*4/5 N = 8N/15

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Director
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21 Sep 2006, 18:34
D, as most of you have already deduced

t+c=n
t+1/4t=n
t=4/5n

p=2t/3
=2*4n/3*5
= 8n/15

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Manager
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21 Sep 2006, 18:46
Good job guys.

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Manager
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22 Sep 2006, 01:45
D.

Attacked this one by plugging in numbers. Chose 60 for trucks, which yields 15 cars and 75 total cars & trucks (n), and 40 pickups. Divide 40/75, reduces to 8/15.

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Re: A total of n trucks and cars are parked in the lot. If the [#permalink]

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17 Aug 2016, 20:43
Hello from the GMAT Club BumpBot!

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Re: A total of n trucks and cars are parked in the lot. If the [#permalink]

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09 Oct 2017, 06:41
Hello from the GMAT Club BumpBot!

Thanks to another GMAT Club member, I have just discovered this valuable topic, yet it had no discussion for over a year. I am now bumping it up - doing my job. I think you may find it valuable (esp those replies with Kudos).

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Re: A total of n trucks and cars are parked in the lot. If the   [#permalink] 09 Oct 2017, 06:41
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# A total of n trucks and cars are parked in the lot. If the

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