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EducationAisle if the overall profit increased by 70% then can't we say that the avg profit also increased by 70%?


Could you help solve this
Thing is that the question is asking for average profit "per car sold".

Since the "number of cars sold" were obviously different in 2000 and 2009, we need to take "number of cars sold" into consideration.

A simple example:
i) In 2000:
number of cars sold = x
Total profit = $100
=> Average profit "per car sold" = 100/x

ii) In 2009:
Say, number of cars sold = y
Total profit = $170
=> Average profit "per car sold" = 170/y

So, number of cars sold ("x" and "y" respectively) also matter.
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Let average profit in 2000 and 2009 be p1 and p2.
Let number of cars sold in 2000 and 2009 be n1 and n2.

To evaluate : (p2-p1)/p1 * 100 ----- (i)

Option A) n2p2 = 1.7*n1p1 -> Not sufficient to evaluate (i).
Option B) n1 = 1253, n2 = 1687 -> Not sufficient to evaluate (i).

But using both, we can evaluate (i). So, C is the right answer.
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Here, statement 2 says, the number of cars increased from 1253 in 2000 to 1687 in 2009. But it doesnt say if this is an increase in inventory or an increase in the cars sold. We are assuming that this increase is the increase in number of cars sold. Is this a fair assumption to make?

@EducationAisle [b]bb Bunuel @Bismuth83 [/b]
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GGGMAT2
Here, statement 2 says, the number of cars increased from 1253 in 2000 to 1687 in 2009. But it doesnt say if this is an increase in inventory or an increase in the cars sold. We are assuming that this increase is the increase in number of cars sold. Is this a fair assumption to make?

@EducationAisle [b]bb Bunuel @Bismuth83 [/b]

I believe the word "sold" is simply missing from the sentence.
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