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7.- If p, q and r are even numbers, and 2<p<q<r, What is the valued of q?

1) r<10
2) p<6

(1) r<10 as 2<p<q<r only possible value for q is 6 --> 10>r=8>q=6>p=4>2 Sufficient
(2) p<6 --> p=4, but q can be any even number >4. Not sufficient.

Answer: A

Sorry if this sounds simple.....but arent u forgetting about decimals.....like 2.4 3.6 etc which are even numbers....!!!! wouldnt that change the answer!!!!

If p, q and r are even numbers, and 2<p<q<r, What is the valued of q?

We are told that they are even numbers, hence integers.
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If p, q and r are even numbers, and 2<p<q<r, What is the value of q?

(1) r < 10

only values p, q and r can take are 2,4 & 6 respectively ======> Hence, Sufficient

(2) p < 6[/quote]

p can take the value of 4, however, we cannot confirm the values of q & r they both can have any even numbers >= 6

=======> Hence, Not Sufficient


Answer is A
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If p, q and r are even numbers, and 2<p<q<r, What is the value of q?

(1) r < 10
(2) p < 6

Solution:

Statement 1: The only possible values of p,q,r are 2<4<6<8 as the max value possible is 8.Sufficient

Statement 2: 2<4<q<r.
The values of q and r can be any even number greater than 4.Insufficient.

Therefore the answer is Option A.
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Hello from the GMAT Club BumpBot!

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