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FormosaMBA 傷心咖啡店 • 檢視主題 - [問題]Princeton Adaptive3 Q15

[問題]Princeton Adaptive3 Q15

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[問題]Princeton Adaptive3 Q15

文章enim » 2005-10-10 17:39

Q15) Set T is an infinite sequence of positive integers. A "superset" is a sequence in which there is a finite number of multiples of three. Is T a superset?

(1) The first six integers in T are multiples of three.
(2) An infinite number of integers in T are multiples of four.

ANS: E

I chose A

因為我覺得前六個都是三的倍數的話,那麼set T應該是一個三的倍數的sequence...
somebody help me!!
謝謝
★Look for the clear light of truth.
∼Look for unknown new roads even when men's sight is keener far from now.
☆Divine wonder will never fail us.
★Every age has its own dream.
∼Leave then the dreams of yesterday.
☆You take the torch of knowledge and build the palace of the future.....Madame Curie
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enim
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文章65kevin » 2005-10-10 23:07

題目只有說 Set T 是一個包含無限個正整數的數列, 並沒有說明集合中各個正整數之間的關係, 條件(1) 說前六個整數是三的倍數, 但剩下的正整數我們無從判斷是哪些數字, 所以條件 (1) 不充分, 條件 (2) 說 Set T 中包含了有限個 4 的倍數, 和題目中所說的 Superset 定義不符, 因此也不充分, 兩條件合起來看, 還是不能判斷 Set T 是否包含有限個 3 的倍數, 故仍不充分, 答案選 E
65kevin
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註冊時間: 2005-03-18 16:42
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文章enim » 2005-10-10 23:20

65kevin \$m[1]:題目只有說 Set T 是一個包含無限個正整數的數列, 並沒有說明集合中各個正整數之間的關係, 條件(1) 說前六個整數是三的倍數, 但剩下的正整數我們無從判斷是哪些數字, 所以條件 (1) 不充分, 條件 (2) 說 Set T 中包含了有限個 4 的倍數, 和題目中所說的 Superset 定義不符, 因此也不充分, 兩條件合起來看, 還是不能判斷 Set T 是否包含有限個 3 的倍數, 故仍不充分, 答案選 E


感謝65KEVIN大大... mt02
DS真的很容易讓人頭腦爆炸耶....
★Look for the clear light of truth.
∼Look for unknown new roads even when men's sight is keener far from now.
☆Divine wonder will never fail us.
★Every age has its own dream.
∼Leave then the dreams of yesterday.
☆You take the torch of knowledge and build the palace of the future.....Madame Curie
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enim
中級會員
中級會員
 
文章: 245
註冊時間: 2005-03-25 09:28
來自: Taiwan


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