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[問題]天山 09-15

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[問題]天山 09-15

文章GMAT » 2005-12-15 11:57

If n and k are postive integers,is n/k an even integer?
(1) n is divisible by 8.
(2) k is divisible by 4.

答案:E

我選A 因為n能被8除,那n 一定是偶數,偶數不管除odd or even 應該都是偶數阿,所以,條件一不就成立了,我的想法有錯嗎?
GMAT
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註冊時間: 2005-10-23 16:48

Re: [問題]天山 09-15

文章enim » 2005-12-15 22:13

GMAT \$m[1]:If n and k are postive integers,is n/k an even integer?
(1) n is divisible by 8.
(2) k is divisible by 4.

答案:E

我選A 因為n能被8除,那n 一定是偶數,偶數不管除odd or even 應該都是偶數阿,所以,條件一不就成立了,我的想法有錯嗎?


有可能是分數呀!
:smile
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enim
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文章: 245
註冊時間: 2005-03-25 09:28
來自: Taiwan

Re: [問題]天山 09-15

文章GMAT » 2005-12-16 21:53

enim \$m[1]:
GMAT \$m[1]:If n and k are postive integers,is n/k an even integer?
(1) n is divisible by 8.
(2) k is divisible by 4.

答案:E

我選A 因為n能被8除,那n 一定是偶數,偶數不管除odd or even 應該都是偶數阿,所以,條件一不就成立了,我的想法有錯嗎?


有可能是分數呀!
:smile


喔 ~~對喔! 他是說結果要an even integer,Thank you! :smile
GMAT
初級會員
初級會員
 
文章: 24
註冊時間: 2005-10-23 16:48


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