Manhattan Review Sets
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Sets
TOTAL= πΈ + π· + πΈ β© π· β¦ TOTAL=
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A marketing firm determined that, of 200 households surveyed, 80 bought neither frozen nor canned vegetables, 60 bought frozen vegetables but not canned ones, and for every household that bought both frozen and canned vegetables, 3 bought canned vegetables but not frozen ones. How many of the 200 households surveyed bought both frozen and canned vegetables? 15
20
30
55
40
45
In a certain club, 100 members speak Cantonese, 150 speak Mandarin, and 200 speak Japanese. 120 speak exactly two of these three languages. How many members does the club have? (1) (2)
There are twice as many members who speak none of the languages as there are who speak all three languages. Half of the members who speak Japanese and Cantonese also speak Mandarin.
56
Orange (GMAT Review 11th Edition) PS (Problem Solving) 15,79,94,124,166,169,179,180,214,239 DS (Data Sufficiency) 49,74,84,90,94 Green (GMAT Quantitative Review) PS (Problem Solving) 16 DS (Data Sufficiency) 8,10,62
57
TOTAL= πΈ + π· + πΈ β© π· β¦ TOTAL=
πΈβͺπ· β¦
A marketing firm determined that, of 200 households surveyed, 80 bought neither frozen nor canned vegetables, 60 bought frozen vegetables but not canned ones, and for every household that bought both frozen and canned vegetables, 3 bought canned vegetables but not frozen ones. How many of the 200 households surveyed bought both frozen and canned vegetables? 15
20
30
55
40
45
In a certain club, 100 members speak Cantonese, 150 speak Mandarin, and 200 speak Japanese. 120 speak exactly two of these three languages. How many members does the club have? (1) (2)
There are twice as many members who speak none of the languages as there are who speak all three languages. Half of the members who speak Japanese and Cantonese also speak Mandarin.
56
Orange (GMAT Review 11th Edition) PS (Problem Solving) 15,79,94,124,166,169,179,180,214,239 DS (Data Sufficiency) 49,74,84,90,94 Green (GMAT Quantitative Review) PS (Problem Solving) 16 DS (Data Sufficiency) 8,10,62
57
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