Attached is a question from GMAT Prep Test 2.
Please advise how to achieve the result.
Answer: E
Thanks,
K
GMAT Test 2_DS Overlapping Sets #29
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3000 = C + TV - Both + Neither
We are trying to solve for the value of Neither.
1) 2980 own a car or own both a car and a TV. To solve for Neither, we'd need some information about families owning TV's. Insufficient.
2) 2970 own both a car and a TV. To find neither, we'd need some information about TV-only and car-only. Insufficient.
When combined, we can figure out that 10 families own a car only, but we still don't have any information about TV-only. Insufficient.
We are trying to solve for the value of Neither.
1) 2980 own a car or own both a car and a TV. To solve for Neither, we'd need some information about families owning TV's. Insufficient.
2) 2970 own both a car and a TV. To find neither, we'd need some information about TV-only and car-only. Insufficient.
When combined, we can figure out that 10 families own a car only, but we still don't have any information about TV-only. Insufficient.
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Let us assume that C own a car,kwah wrote:Attached is a question from GMAT Prep Test 2.
Please advise how to achieve the result.
Answer: E
Thanks,
K
and T own a television
Total = C + T - both C and T + neither C nor T
(1) Of the families who live in the town, 2980 own a car but this info is NOT sufficient.
(2) Of the families who live in the town, 2970 own both a car and a television set but again this info is NOT sufficient.
Combining (1) and (2), we know C and the value of both C and T but we do not know T; NOT sufficient.
The correct answer is E.
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