作者restingbeast (我跟另一個我)
看板GMAT
標題Re: [計量] PP1-DS-23,35
時間Wed Feb 13 23:29:03 2008
※ 引述《slin (slin)》之銘言:
: 23. 1653-!-item-!-187;#058&000843
: At least 100 students at a certain high school study Japanese. If 4 percent
: of the students at the school who study French also study Japanese,
: do more students at the school study French than Japanese?
: (1) 16 students at the school study both French and Japanese.
: (2) 10 percent of the students at the school who study Japanese also
: study French.
: 答案選 B
: 我不懂的是選項二中,who study Japanese also study French 跟題目的study French
: also study Japanese是不一樣的意思嗎??
題目中的意思為"學校裡修習法文的人"中有4%也修日文
選項二的意思為"學校裡修習日文的人"中有10%也修法文
這個4%的人數與10%的人數其實是一樣多的(也就是兩者都修的人數,設為x)
所以學校中修法文的人數為 x / 4% = 25x
學校中修日文的人數為 x / 10% = 10x
答案為B A應該就不用講了
: 35. 3076-!-item-!-187;#058&003114
: If p and n are positive integers and p > n, what is the
: remainder when p^2 - n^2 is divided by 15 ?
: (1) The remainder when p + n is divided by 5 is 1.
: (2) The remainder when p - n is divided by 3 is 1.
: 答案選 E
沒有想到很直接的方法 所以我用列舉的來試驗
p + n = 6 . 11 . 16 . 21 . 26 ........
p - n = 4 . 7 . 10 . 13 . 16 .......
逐一試驗 找到 p = 10 n = 6 這一種解 (p^2 - n^2) / 15 的餘數為4
另找到 p = 14 n = 7 另一解 (p^2 - n^2) / 15 的餘數為12
無法符合 所以選E
若有錯請指正 謝謝
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1F:推 slin:謝謝... 02/14 10:03