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标题: 看不明白的一道数学题目! [打印本页]

作者: ubcsong    时间: 2003-1-6 08:40     标题: 看不明白的一道数学题目!

A certain college has a total of 400 seniors, each majoring in exactly one of six subjects. A minimum of 20 seniors major in each of the six subjects. If three-quarters of the seniors major in one of four subjects, what is the greatest possible number of seniors majoring in one of the other two subjects?
   [A]100
    80
   [C] 60
   [D] 50
   [E] 20
作者: alvin    时间: 2003-1-6 09:22

E.20
作者: tongxun    时间: 2003-1-6 10:31

alvin: Could you explain this question in detail?
作者: ubcsong    时间: 2003-1-6 11:12

我就是不明白题目的意思,是PRINCENTON的原题。答案是A
作者: ubcsong    时间: 2003-1-6 11:13

SORRY,是B
作者: melissalin    时间: 2003-1-6 11:30

同意 B。剩下的100人,分成20(满足最少的要求), 80(即为最多).
作者: 猫猫头    时间: 2003-1-6 11:32

真奇怪,如果按照题目的意思的话,应该是400*1/4-20*4=20呀~~~
作者: lisaislisa    时间: 2003-1-6 12:06

agree B
3/4 in one of four subjects , leaving 1/4*400=100 in the other two subjects
since each should has more than 20 seniors
the max number of one is 80 while the other is 20

^^
作者: lisaislisa    时间: 2003-1-6 12:07

btw , to kitten
your new pic is charming!! ^^
作者: 猫猫头    时间: 2003-1-6 12:10

可是这100应该是包括5门的呀,而且不是说每门至少有20人吗???

tanx~^_^
作者: lisaislisa    时间: 2003-1-6 12:26

'three-quarters of the seniors major in one of four subjects'
two different ways to understand this sentence
1.3/4 major in ONE of four subjects
2.3/4 major in one of FORE subjects
I assume the latter , meaning 300 seniors in four sujects ...
^^




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