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Bunuel
Each of the dogs in a certain kennel is a single color. Each of the dogs in the kennel either has long fur or does not. Of the 45 dogs in the kennel, 26 have long fur, 17 are brown, and 8 are neither long-furred nor brown. How many long-furred dogs are brown?

A. 26
B. 19
C. 11
D. 8
E. 6

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Finally there is a question i can quickly answer. It should be E.
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Bunuel
Each of the dogs in a certain kennel is a single color. Each of the dogs in the kennel either has long fur or does not. Of the 45 dogs in the kennel, 26 have long fur, 17 are brown, and 8 are neither long-furred nor brown. How many long-furred dogs are brown?

A. 26
B. 19
C. 11
D. 8
E. 6

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PRINCETON REVIEW OFFICIAL SOLUTION:

We are provided a small amount of overlapping information and our matrix can simplify our visualization. The parenthetical information is inferred. In fact, in order to have found the correct answer (6) in the top-left quadrant, we had to have derived either of the two empty quadrants.
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Dog-Matrix1-300x225.jpg
Dog-Matrix1-300x225.jpg [ 9.92 KiB | Viewed 2814 times ]

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Bunuel
Each of the dogs in a certain kennel is a single color. Each of the dogs in the kennel either has long fur or does not. Of the 45 dogs in the kennel, 26 have long fur, 17 are brown, and 8 are neither long-furred nor brown. How many long-furred dogs are brown?

A. 26
B. 19
C. 11
D. 8
E. 6

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Answer 6 (E)
Chk the table attached
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Screenshot_2015-09-12-13-28-49.png
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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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