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Source: GMATPrep In a deck of cards, each card has a

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Manager
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Source: GMATPrep In a deck of cards, each card has a [#permalink]

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21 Sep 2007, 21:38
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Source: GMATPrep

In a deck of cards, each card has a positive integer written on it. In a multiplication game, a child draws a card and multiplies the integer on the card by the next larger integer. If each possible product is between 15 and 200, then the least and greatest integers on the cards could be

A. 3 and 15
B. 3 and 20
C. 4 and 13
D. 4 and 14
E. 5 and 14
Director
Joined: 09 Aug 2006
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Re: PS: Deck of Cards [#permalink]

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22 Sep 2007, 00:37
Hang Tuah wrote:
Source: GMATPrep

In a deck of cards, each card has a positive integer written on it. In a multiplication game, a child draws a card and multiplies the integer on the card by the next larger integer. If each possible product is between 15 and 200, then the least and greatest integers on the cards could be

A. 3 and 15
B. 3 and 20
C. 4 and 13
D. 4 and 14
E. 5 and 14

4
*5= 20
13*14 = 182

CEO
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Re: PS: Deck of Cards [#permalink]

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22 Sep 2007, 00:55
GK_Gmat wrote:
Hang Tuah wrote:
Source: GMATPrep

In a deck of cards, each card has a positive integer written on it. In a multiplication game, a child draws a card and multiplies the integer on the card by the next larger integer. If each possible product is between 15 and 200, then the least and greatest integers on the cards could be

A. 3 and 15
B. 3 and 20
C. 4 and 13
D. 4 and 14
E. 5 and 14

4
*5= 20
13*14 = 182

I used the same logic. But I wasn't sure b/c

4*5 and 12*13 are btwn 15 and 200
Manager
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22 Sep 2007, 02:54
C..

4*5=20
13*14=182

cuz if u take 14 den it'll b greater den 200(14*15=210)
Director
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22 Sep 2007, 03:00
12345678 wrote:
C..

4*5=20
13*14=182

cuz if u take 14 den it'll b greater den 200(14*15=210)

Sounds logic. Makes sense. Didn't think about that. Thanks.
Director
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Re: PS: Deck of Cards [#permalink]

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22 Sep 2007, 04:13
Hang Tuah wrote:
Source: GMATPrep

In a deck of cards, each card has a positive integer written on it. In a multiplication game, a child draws a card and multiplies the integer on the card by the next larger integer. If each possible product is between 15 and 200, then the least and greatest integers on the cards could be

A. 3 and 15
B. 3 and 20
C. 4 and 13
D. 4 and 14
E. 5 and 14

Agree with C,

Well explained by 12345678.
Thanks.
Senior Manager
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22 Sep 2007, 07:40
Have the same explanantion, and answer C
22 Sep 2007, 07:40
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