题目
英语翻译
In the UEFA Euro 2004 playoffs draw 10 national football teams were matched in
pairs.A lot of people complained that “the draw was not fair,” because each strong
team had been matched with a weak team (this is commercially the most interesting).
It was claimed that such a matching is extremely unlikely.We will compute the
probability of this “dream draw” in this exercise.In the spirit of the three-envelope
example of Section 2.1 we put the names of the 5 strong teams in envelopes labeled
1,2,3,4,and 5 and of the 5 weak teams in envelopes labeled 6,7,8,9,and 10.
.We shuffle the 10 envelopes and then match the envelope on top with the next envelope,
the third envelope with the fourth envelope,and so on.One particular way a “dream
draw” occurs is when the five envelopes labeled 1,2,3,4,5 are in the odd numbered
positions (in any order!) and the others are in the even numbered positions.
In the UEFA Euro 2004 playoffs draw 10 national football teams were matched in
pairs.A lot of people complained that “the draw was not fair,” because each strong
team had been matched with a weak team (this is commercially the most interesting).
It was claimed that such a matching is extremely unlikely.We will compute the
probability of this “dream draw” in this exercise.In the spirit of the three-envelope
example of Section 2.1 we put the names of the 5 strong teams in envelopes labeled
1,2,3,4,and 5 and of the 5 weak teams in envelopes labeled 6,7,8,9,and 10.
.We shuffle the 10 envelopes and then match the envelope on top with the next envelope,
the third envelope with the fourth envelope,and so on.One particular way a “dream
draw” occurs is when the five envelopes labeled 1,2,3,4,5 are in the odd numbered
positions (in any order!) and the others are in the even numbered positions.
提问时间:2021-03-13
答案
在2004欧锦赛季后赛画10国家足球队是匹配的
对.很多人抱怨说,“画是不公平的,“因为每个强
团队已经与一个弱队(这是商业上最有趣的).
据说,这样的匹配是非常不可能的.我们将计算
概率的这种“梦画”在这个运动.在精神的三个信封
2.1节的例子我们把名字的5强队在信封标签
1、2、3、4、5和5弱队在信封上标记的6、7、8、9和10.
对.很多人抱怨说,“画是不公平的,“因为每个强
团队已经与一个弱队(这是商业上最有趣的).
据说,这样的匹配是非常不可能的.我们将计算
概率的这种“梦画”在这个运动.在精神的三个信封
2.1节的例子我们把名字的5强队在信封标签
1、2、3、4、5和5弱队在信封上标记的6、7、8、9和10.
举一反三
已知函数f(x)=x,g(x)=alnx,a∈R.若曲线y=f(x)与曲线y=g(x)相交,且在交点处有相同的切线,求a的值和该切线方程.
我想写一篇关于奥巴马的演讲的文章,写哪一篇好呢?为什么好
奥巴马演讲不用看稿子.为什么中国领导演讲要看?
想找英语初三上学期的首字母填空练习……
英语翻译
最新试题
- 1商店洗发水大促销,一瓶洗发水35元,两瓶洗发水65元,三瓶洗发水90元,满6瓶送1瓶,小刚
- 2已知集合A中共有10个元素,B中有6个元素.全集U有18个元素.A交B等于空集.设集合Cu(A U B)有X个元素,则X的取值范围 ( )
- 3develope与develop的区别是什么
- 412元钱,够买24支圆珠笔,或40支铅笔,现在两种笔要买同样多,并且要把这笔钱用完,两种笔各能买多少支?(用两种方法解答.
- 5人生的道路上有无数条轨道可走,之所以选择了其中的一条,是偶然的更是必然的.
- 6如图,一个大长方形恰好分成6个小正方形,其中最小的正方形面积是1平方厘米,则这个大长方形的面积为( ) A.154平方厘米 B.143平方厘米 C.132平方厘米 D.120平方厘米
- 7I not only play the guitar,I sing as well这个句子对吗?请问,
- 8计算下面各题,怎样简便就怎样计算. 7827-(827+1200) 576-285+85 643-167-133-243 748-351+252-149 1028+54+340+106 38+62-3
- 9南郭先生逃走后会怎么办?
- 10在钝角△ABC中,∠A>90°,a=5x+3,b=3x+4,c=4x-1,则x的取值范围是多少?
热门考点
- 1已知抛物线y=ax^2+bx+c与x轴交于a(2,0),b(-3,0)两点,那么方程ax^2+bx+c=0的根为______.
- 2某生把2的X方9的Y方错写成2X9Y四位数.但结果一样,求X和Y
- 3如何根据日出时间判断昼长时间
- 4例题 父亲年龄是女儿的4倍,三年前父女年龄之和是49岁,问父女现在各为多少岁?
- 5窃读记这篇文章的读后感?
- 6我得英语成绩一直90-70多左右,我想提高到110分,这个假期怎么办?(本人高三)
- 7Peter___(be) to europe for three times ,because he___(work) in a travel agency
- 8野蔷薇薹的阅读答案
- 9take a seat ,please.
- 10一个平行四边形的底是6分米,面积是144平方分米,高是【 】分米,与它等底等高的三角形的面积是【 】分米?