Jordan on the recruitment

N邪神2022-10-04 11:39:543条回答

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走走停停的人 共回答了23个问题 | 采纳率78.3%
Jordan在寻找工作.
1年前
陈chenchenyeye 共回答了859个问题 | 采纳率
Jordan应聘失败。
1年前
生平罕见 共回答了28个问题 | 采纳率
乔丹在补充足迹
1年前

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适当形式填空:1.Jordan ________ (be) born in 1975.
适当形式填空:1.Jordan ________ (be) born in 1975.
2、Tiger Woods started golfing when he _______ (be) ten months old.
3、It's important ________ (stay) healthy for everyone.
4、He is going to be an engineer when he _____(grow) up.
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1.Jordan _____was___ (be) born in 1975.
2、Tiger Woods started golfing when he ___was____ (be) ten months old.
3、It's important ___to stay_____ (stay) healthy for everyone.
4、He is going to be an engineer when he __grows___(grow) up.
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英语翻译ti:my shoes][ar:jordan pruitt][al:permission to fly][by:
英语翻译
ti:my shoes]
[ar:jordan pruitt]
[al:permission to fly]
[by:jermen]
jordan pruitt - my shoes
oh,yeah
i see you standing by your locker all day
i wanna say hey
but boy i'm too shy to break the ice
i know you know a lot of my friends
i heard this from them
your not only fine you're so nice
{they can see that}
because of you i've got it so bad
i wonder if you know
{you're the one boy}
but i need help with my approach boy
if only you could step in my shoes
you'd know how i feel
you'd know that i'm good for you
if only you could step in my shoes
baby you'd see what i mean
and let me just make a move
if only you could step in my shoes
step in my shoes
step in baby yeah
step,step in baby
step in my shoes
step in baby yeah
step,step in baby
sometimes i think you're looking over at me
like i'm what you need
but maybe it's all in my mind
i wish that i could give you a call {give you a call}
confessing it all
and one of these days i just might
{get your number}
get your number
but for now i'll have to wonder
if only you could step in my shoes
you'd know how i feel
you'd know that i'm good for you
if only you could step in my shoes
baby you'd see what i mean
and let me just make a move
if only you could step in my shoes
step in my shoes
step in baby yeah
step,step in baby
step in my shoes
step in baby yeah
step,step in baby
what would it be like
if you were
walking right by
if i fessed up
said "what's up"
would i get a reply?
if you knew what i knew
i bet that you would smile
you'd see it through my eyes
if only you could step in my shoes
step,step in my shoes
baby i'm so into you
step,step in my shoes
if only you could step in my shoes
you'd know how i feel
you'd know that i'm good for you
if only you could step in my shoes
baby you'd see what i mean
and let me just make a move
if only you could step in my shoes
step in my shoes
step in baby yeah
step,step in baby
step in my shoes
step in baby yeah
step,step in baby
step in my shoes
step in baby yeah
step,step in baby
step in my shoes
step in baby yeah
step,step in baby
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英语翻译翻译Hi!Im Jordan and Im American.Im 12 years old.My hobby
英语翻译
翻译
Hi!Im Jordan and Im American.Im 12 years old.My hobby is watching TV .I often watch science programmes on TV .I live in a village with my parents.They are both hard working farmers .We own a big farm is interesting.I often help my patents with whe farm work.
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英语翻译A talented young boy:Michael JordanThere were already si
英语翻译
A talented young boy:Michael Jordan
There were already signs that he was very talented as a young boy.Harvest Smith,a good friend,played basketball with him every day then,and thought he was the best player on their ninth-grade team.
The summer after ninth grade,Jordan and Smith both went to Pop Herring’s basketball camp to run for varsity.All the other students who went to the camp were two or three years older than Jordan and Smith,and those students seemed much stronger than them.
It seemed to Smith that it was quite clear that Jordan was better than him.But on the day the results were announced,Smith’s name was on the list.Jordan’s was not.
It was the worst day of Jordan’s young life.He kept reading the list,hoping that he had missed it,or that there was something wrong with the list.That day he went home by himself and went to his room and cried.
“We knew Jordan was good,” Fred Lynch,a coach,said later.“But we thought the jayvee was better for him.” Jordan became the best player on the jayvee that year.There were matches in which he would get forty scores.He was so good that the jayvee matches became quite popular.
Smith found that Jordan had been very competitive before h was cut,and after that h seemed even more competitive than ever.His coaches found it,too.“When I saw him for the first time,I had no idea who Michael Jordan was.One day,the jayvee had a match.When I came into the gym,the match was just ending up.Their scores fell behind a lot.All the other nine players had given up,but one kid still played very hard.It was Michael,and I quickly learned he was always like that.”
Laney High School suddenly had a very good basketball team,and its rising star was Michael Jordan.
用翻译器的请修改一下 至少要说得过去吧,..
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一位才华横溢的年轻男孩:迈克尔乔丹
已经有迹象表明,他是非常有才华的年轻男孩.史密斯收获,好朋友,与他打篮球,每天然后,并认为他是最好的球队的第九届级团队.
夏季九年级后,约旦和史密斯都去流行鲱鱼的训练营竞选大专.所有其他学生谁去难民营的两年或三年以上的约旦和史密斯,这些学生似乎比他们更强大.
它似乎史密斯,这是很清楚,约旦优于他.但当天在宣布结果,史密斯的名字在名单上.约旦没有.
这是最糟糕的一天,约旦年轻的生命.他不停地读名单,希望他已错过了,或者说有什么错误的清单.这一天,他回家自己去他的房间里哭了起来.
“我们知道约旦是好的,”弗雷德证券,一个教练,后来说.“但我们认为jayvee好他.”乔丹成为最佳球员的jayvee这一年.有比赛,他将获得40分.他是如此优秀的jayvee比赛成为很受欢迎.
史密斯发现,约旦已经非常有竞争力的前H获得切断后,甚至认为H似乎比以往任何时候都更具有竞争力.他的教练发现了.“当我看到他的第一次,我不知道谁是迈克尔乔丹.有一天,jayvee了比赛.当我走进体育馆,比赛刚刚结束了.他们的得分落后了很多.所有的其他九名选手放弃了,但孩子仍然打得非常艰苦.这是迈克尔,我很快就学会,他总是这样.“
莱尼高中突然有一个很好的篮球队,它的一颗冉冉升起的明星是迈克尔乔丹.
SAT真题语法问题请教!1.Even when Barbara Jordan put questions toward
SAT真题语法问题请教!
1.Even when Barbara Jordan put questions toward a political nominee, her elegant diction evoked in listeners memories of her eloquent political speeches.
答案说“toward”错了,是不是应该改为“to”呢?(question 后面的介词用to?) 怎么理解句中的“even when”呢?为什么不把“even”去掉呢?
2.Only by the afterglow of the sunset could the hikers find their path to the campsite at so late an hour.
可以把“could”改为“did”吗?“so late an hour”怎么理解呢?
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1,question 后面要用 to,例如 a question to an answer
even 是强调,可以翻译成“甚至“ 不能少
2,could 不能改成 did,could 由表示能力的意思,did 没有.比如说,do you speak English,can you speak English,后一句有这个意思:你能(够)说英语吗?而前句在问:你说英语吗?
so late an hour,是指这么晚的时间
不懂复矩阵Jordan标准形当特征值为重根时求该特征值的特征向量的解法
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因为复向量空间中的矩阵都存在一个基是其Jordan基 而上三角矩阵对角线上的元素恰是其所有特征值.
英语翻译In 1987,Jordan became only the second player to score mo
英语翻译
In 1987,Jordan became only the second player to score more than 3,000 points in a season.He was the top scorer in the NBA for seven consecutive seasons (1987-1993).During this time,the average number of points he scored was more than 30 points per game.With him,the Bulls won their first NBA championship in 1991.Duing this successful period they won the title again in 1992 and 1993.Jordan was also in the United States Olympic Basketball Team,known as “the Dream Team”,which won the gold medal at the 1992 Olympics in Barcelona,Spain.
Off the basketball court,Michael Jordan opened his own steak restaurant because he loves steak so much.看的很仔细。因为有字数限制。所以我只能分段打出来。
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迈克尔·乔丹
-----永不止步
20世纪90年代,迈克尔·乔丹可能是世界上最著名的运动员了.从1984年到1993年,他一直是NBA芝加哥公牛队的最佳射手,.五次被评为他们队中最有价值球员.迈克尔·乔丹穿着他那著名的23号球衣,成为历史上最成功的篮球运动员,.
乔丹在纽约出生后一直在北卡罗莱那州生活.他加入芝加哥公牛队前一年离开了北卡罗莱纳大学.在联赛中的第一个赛季(1984-1985),他以每场28.2分的平均水平拿下了“最佳新秀”的称号.
出了篮球场,乔丹开了自己的牛排餐馆,他还成功的创意和著名卡通人物“邦尼兔”演《太空大灌篮》!
只有一个词来描述这位球员--世界最棒
Off the basketball court,Michael Jordan opened his own steak so much.
这个句子有点问题,应该是不完整,你看一下,是否原文如此.总感觉不通顺.希望我的回答能帮助到你.
今有矩阵A=[2,1,0;0,2,1;0,0,2],即主对角为2的jordan快,证明对于任意正整数k都可找到一个矩阵B
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记C=[2^(1/k),1,0;0,2^(1/k),1;0,0,2^(1/k)]
C^k是一个特征值为2的的上三角矩阵,所以存在一矩阵P,使得P'C^kP=A,('表示-1,上标我不会打)同时P'C^kP=(P'CP)^k,所以取P'CP就是矩阵B,如此任意k,都可求出B,即B存在
Michel Jordan is_____ _____ basketball _____.
Michel Jordan is_____ _____ basketball _____.
[ ]
A. he, favorite, play
B. him, favorite, player
C. his, favorite, player
D. his, favorite, play
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C
Jordan used to be in the Chicago Bulls
Jordan used to be in the Chicago Bulls
上面句子的错误之处
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in 改为 on
sat语法.Even when barbara jordan put questions toward a politi
sat语法.
Even when barbara jordan put questions toward a political nominee,her elegant diction evoked in listeners memories of her eloquent political speech.
这句话 toward为什么错了?
muffins made from whole-grain graham flour are coarser in texture but more flavorful than white flour.
than white flour为什么错了?
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toward表示朝着什么方向的意思,有明确的方向感,但这句里面说的political nominee并不是强烈的方向,所以用to即可
后面那句应该改成than muffins made from white flour.
因为more flavorful指的是muffins,而不是whole-grain graham flour,所以后面对应的就还应该是muffins
A are more flavorful than B,A和B得是同一类的东西
这句完整不省略版:
muffins (made from whole-grain graham flour) are coarser in texture but are more flavorful than muffins (made from white flour).
求roll jordan roll中文歌词翻译
求roll jordan roll中文歌词翻译
为奴十二年里面的插曲
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"Went down to the river Jordan,
Jordan跨过了那条河
where John baptised three
那是John劝使了三个人入教地方
Well I woke the devil in hell
我唤醒了地狱中的魔鬼
sayin John ain't baptise me
说着John不能迫我入教
I say;
我说:
Roll,Jordan,roll
回去,Jordan,回去
Roll,Jordan,roll
回去,Jordan,回去
My soul arise in heaven,Lord
我的灵魂将会升往天堂,上帝
for the year when Jordan roll
就在Jordan回去的那一年时
Well some say John was a baptist
有些人说John曾是个天主教徒
some say John was a Jew
有些人说John是个犹太人
But I say John was a preacher of God
但是我认为John是上帝指使的传教者
and my bible says so too
我的圣经也这么说
如果矩阵A的特征多项式与最小多项式相同,A的Jordan标准形有何特点?
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ⅰ.
矩阵A的特征多项式f(x)=∏{1≤i≤k}(x-λi)^(ai)
最小多项式g(x)=∏{1≤i≤k}(x-λi)^(bi)
A的 Jordan标准型中有ci个关于λi的Jordan块,
根据定理得:则bi=这ci个Jordan块的最大阶数.
ⅱ.
若ai=bi==>ci=1,
即Jordan标准型中只有1个关于λi的Jordan块.
==>
如果矩阵A的特征多项式和最小多项式相同
Jordan标准型中每个不同的λi,只有1个关于λi的Jordan块.
求矩阵0 1 0 -4 4 0 -2 1 2的Jordan标准形
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2 1 0
0 2 1
0 0 2
一个英语问题Name:Micherl JordanBirth Date:February17, 1963Birth Pl
一个英语问题
Name:Micherl Jordan
Birth Date:February17, 1963
Birth Place:U.S.A.
Favourite Sport:Basketball
Favourite Colour:White
用英语介绍一下Jordan
(不要太长,大概4~5行)
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My Name is Micherl Jordan,I was born on February17,1963.I am from U.S.A,My Favourite Sport is basketball and My favourite colour is white,I really want to make friends with you!
With such a lot of work_____,Mr.Jordan really had no time to
With such a lot of work_____,Mr.Jordan really had no time to look after his wife and daughter
A,done B.doing C.to do D.having done为什么选C而不选其它?
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to do不定式表将来~~~·
因为有这么多的工作要做,乔丹先生真的没有时间照顾他的妻子和女儿.
“要做”表示要去完成,将来的事情,所以要用不定式to do 表还未完成的事`
已知3阶矩阵A不等于0,且A^2=0,求1)矩阵A的特征值 2)求出A的Jordan标准形,辛苦了
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1.因为A^2=0,所以x^2是A的一个零化多项式,而A的零化多项式为A的最小多项式的倍式,且A的特征多项式与最小多项式在同一个域上有相同的根(重数可以不同),从而A只有0特征值
一般的三阶矩阵的Jordan标准形所含Jordan块个数有三种情况:一个(此时矩阵可对角化)、两个、三个(后面两种情况矩阵不可对角化)
对于本题的A,由于A非零从而不可能是第一种情况,验证其他两种即可:
(1)2个Jordan块:
[0 1 0]
[0 0 0]
[0 0 1],可验证其平方不为0
(2)1个Jordan块:
[0 1 0]
[0 0 1]
[0 0 0],A的Jordan标准形正是它
求下列复矩阵的Jordan标准形(要通过特征向量来求)
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如果只是要求jordan标准形,不需要通过特征向量求吧...
英语翻译The Dead SeaDeep in the Jordan Valley and 55km southeast
英语翻译
The Dead Sea
Deep in the Jordan Valley and 55km southeast of Amman.is the Dead Sea,one of the most spectacular natural landscapes in the world.It is the lowest body of water on earth,thelowest point on earth,and the world's richest source of natural salts,hiding wonderful treasures that accumulated throughout thousands of years
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死海
死海位于约旦河峡谷深处,约旦首都安曼东南55公里处,是世界上最壮观的自然景观之一.它是地球上水体的最低点,也是地表海拔的最低点,还是世界上天然盐资源最丰富的地方,蕴藏着经过上千年堆积起来的丰富宝藏.
一个十分简单的英语作文大致内容:我和Jordan打完篮球后我回家吃饭,真想拿一个食物吃的时候,妈妈告诉我要洗完手才能吃,
一个十分简单的英语作文
大致内容:
我和Jordan打完篮球后我回家吃饭,真想拿一个食物吃的时候,妈妈告诉我要洗完手才能吃,然后我就去洗手了.
80词左右就OK
benaxu1年前2
平静安静 共回答了18个问题 | 采纳率88.9%
After playing basketball with Jordon,I went home to eat.When I wanted to take something to eat,my mother told me I must eat after washing hands.Then I went to wash my hands.
如何用初等变换法(特征执法)将JORDAN矩阵化为标准型?
如何用初等变换法(特征执法)将JORDAN矩阵化为标准型?
没有思路,
天使为你eekk1年前1
13707523620 共回答了16个问题 | 采纳率87.5%
矩阵的初等变换:
可以加到本行,但不能乘以-1加到本行.
因为某行(列)乘以某数a,然后加到本行.
等价于本行乘以1+a,1+a≠0.
jordan retro 2 其中retro表示什么
szliaoliang1年前1
terence_r 共回答了12个问题 | 采纳率83.3%
复古的,(服装式样等)重新流行的
1.Michael Jordan is_____tall and can jump very high,so they
1.Michael Jordan is_____tall and can jump very high,so they call him "Air"Jordan.
A 1.98metres B 1.98-metre C1.98meres' D1.98-metres
2This is a photo of _____
A me B mine CI Dmy
3Her aunt has cooked a turkey .It looks ____but tastes_____
A good,badly B well,bad Cnice.bad D wonderfully,badly
4For me,to study is a kind of _______(happy)
5To tell you the_______,I don't know how to solve the problem(true)
嗜血幽兰1年前3
mjyyaww 共回答了16个问题 | 采纳率93.8%
1.C1.98meres'
2.B mine
3.C nice.bad(look、taste 都为系动词 “看起来”、“尝起来”)
4.happiness
5.truth(To tell you the truth是 实话实说 的意思)
关于对角矩阵和jordan标准型
关于对角矩阵和jordan标准型
高代中有讲:
1、复数域上的线性空间中,如果线性变换A的特征多项式没有重根,那么A在某组基下的矩阵是对角形的.
2、A在某一组基下的矩阵成对角形的充要条件是A的特征子空间V1,……,Vr的维数之和等于空间的维数.
3、每一个n级的复矩阵A都与一个jordan矩阵相似.
问题:既然有了2,那1中不管有没有重根复矩阵都相似于对角形,那jordan形就相似于对角矩阵?(个人感觉有问题,但是难道复矩阵相似于对角阵一定要特征多项式没有重根吗?)
我热情1年前1
十二楼房客 共回答了15个问题 | 采纳率93.3%
一个矩阵A的特征多项式的根的代数重数恒大于等于他的几何重数.根据特征多项式可以写出Jordan矩阵.矩阵A相似于对角形矩阵的充要条件是A的特征多项式的根的代数重数等于他的几何重数.所以即使有重根也没有关系.如果不了解特征多项式,代数重数,几何重数翻书找.
Jordan标准型的写法已知一个3阶矩阵,特征值为-1(二重)和4.现求出特征值-1对应2个一阶块.则Jordan标准型
Jordan标准型的写法
已知一个3阶矩阵,特征值为-1(二重)和4.现求出特征值-1对应2个一阶块.则Jordan标准型应该写成什么样.
(下面提供了几种形式,哪个对?)
-1 0 0
0 -1 0
0 0 4
-1 1 0
0 -1 0
0 0 4
4 0 0
0 -1 0
0 0 -1
4 0 0
0 -1 1
0 0 -1
yct0101年前2
pp521a0558 共回答了14个问题 | 采纳率92.9%
特征值-1对应2个一阶块
那A可对角化,1,3 正确
英语翻译翻译1.Who is from the USA 2.Mike Jordan Jane Ricky 3.Who i
英语翻译
翻译
1.Who is from the USA
2.Mike Jordan Jane Ricky
3.Who is the youngest
4.Ricky likes
5.playing Football
6.reading
7.collecting stamps
8.watching TV
9.What do we learn from the passage
10.Ricky doesn't like animals
11.Mike s favourite Football player is Ronak do
12.Jane lives in a big city
13.Jordan likes watching sports on TV
华BaBy仔1年前2
辰末0805 共回答了23个问题 | 采纳率82.6%
翻译
1.
谁是来自美国吗?
2.
迈克乔丹简瑞奇
3.
谁是最年轻的?
4.
瑞奇喜欢
5.
踢足球
6.阅读
7.
集邮
8.
看电视
9.
我们学习这一段吗?
10.
瑞奇不喜欢动物
11.
迈克年代最喜欢的足球运动员是Ronak做
12.
简住在一个大城市里
13.
乔丹喜欢看电视上的体育节目
英语翻译Jordan is one__________________basketball palyers in the
英语翻译
Jordan is one__________________basketball palyers in the world
Cissy721年前6
xzlxzlxzl 共回答了11个问题 | 采纳率90.9%
of the greatest
( )is a famous footaball star.A.Michael Jordan B.Ronaldo C.D
( )is a famous footaball star.A.Michael Jordan B.Ronaldo C.Deng yaping D.Liu xiaopeng
fengyuandi1年前2
grace77880 共回答了19个问题 | 采纳率78.9%
当然是b了啊
罗纳尔多
谁知道这段短文什么意思Most people love MIchael Jordan.He's the NBA's No
谁知道这段短文什么意思
Most people love MIchael Jordan.He's the NBA's No .1 player who can run fast,jump high and shoot well .All these things are other truths about MIchael that are not so easily seen; his wnderstanding of reamwork,his competitive spirit and his love for the game,It is these truths that form the deepest connection between Michael and me
5151778131年前1
liaoliaoll 共回答了27个问题 | 采纳率85.2%
很多的人都喜欢迈克尔·乔丹.跑的很快跳的很高射的很准的他就是NBA的头号球员.有关于他的所有情况还有一部分是不容易发觉的.【his wnderstanding of reamwork,拼写错误也!】 他拼搏精神 和他对于这个运动的热爱 ,这些真实的事情把我和他紧密相连 【白话是这样翻译的,其实意思是:这些事实深深影响的着我打动着我】
把拼写对的话,我可以翻译的再好点.
Jordan说过句什么话,意思是只接受失败,不接受放弃的,原话是什么(英语)?在什么情况下说的?
天天做一个梦1年前5
东方电台 共回答了17个问题 | 采纳率82.4%
I can accept failure. but I can't accept not trying. ~
我记得不是太清楚~
可能是两种情况之一:
1 当年公牛被活塞两次挡在总决赛门外
2 乔丹第一次回归,也就是从职棒的芝加哥红袜对回到公牛后,在东部决赛中输给了奥兰多魔术队后.
I am omar from jordan can we be a friend
123si51年前1
潜水366 共回答了23个问题 | 采纳率91.3%
语法有点问题…
可以翻译成 我是来自约旦的Omar,我们可以成为朋友吗?
sat语法题Even when Barbara Jordan put questions 【toward】 a poli
sat语法题
Even when Barbara Jordan put questions 【toward】 a political nominee, her elegant 【diction evoked】 in listeners memories of her eloquent political speeches
这里toward要改成to 我理解这是固定搭配 但是在说 为什么 evoked是对的 when sth时不需要变成一般式吗
衙门里的1年前1
Chris_t 共回答了16个问题 | 采纳率93.8%
1.toward应改成to;
2.evoked是一般式啊,是一般过去时,注意:从句里的put也是一般过去时.
乔丹和约旦的英文怎么都是Jordan?
ewyoweur1年前1
stellajuedai 共回答了17个问题 | 采纳率88.2%
Michael Jordan
Jordan约旦
音译问题,还有就是英文的词性意义不同.
white=白色(形容词)
White=怀特(人名)
Michacl Jordan is athletic._____does he exercise every day?A
Michacl Jordan is athletic._____does he exercise every day?A.How often B.How C.How far D.How many
Michacl Jordan is athletic._____does he exercise every day?
A.How often B.How C.How far D.How many
五指山的硬盘1年前3
木对风 共回答了19个问题 | 采纳率78.9%
选 a b 都可以.具体看你几年级的题目了,看你哪个学过哪个没学过了 a:多久一次 b:怎么 c:多远 d:多少
迈克尔乔丹是个运动员,他每天怎么训练的.
Cella said :"I have not heard from Jordan since May.翻译下.
大丽花_1年前3
VIP雪蓝 共回答了18个问题 | 采纳率83.3%
cella说,我五月份而之后就没有收到过乔丹的信.
Mike+Jordan+is+a+star.Can+I+have_____photo?
wwwwww041年前1
蓝光拼音 共回答了15个问题 | 采纳率93.3%
Mike Joardan is a star. Can I have his photo?
正交相似上三角矩阵的求教、另外、jordan型没学过、最好用其他方法.
正交相似上三角矩阵的

求教、
另外、jordan型没学过、最好用其他方法.
往事于1年前1
舞一段细腰 共回答了16个问题 | 采纳率81.3%
第8题没什么好说的,那个上三角阵的元素都是实的,对角元是A的特征值.
第7题用归纳法,如果Ax=cx,其中x是一个单位向量,那么取一个以x为第一列的正交阵Q,可得
Q^TAQ=
c *
0 *
对右下角块用归纳假设.
jordan标准型与可对角化的关系
jordan标准型与可对角化的关系
为何一个矩阵可对角化当且仅当它的jordan标准型是对角阵?
对于jordan标准型是对角阵推出矩阵可对角化是显然的,那矩阵可对角化如何推出jordan标准型是对角阵?
风云天下独孤剑1年前1
卡卡家 共回答了18个问题 | 采纳率94.4%
一个矩阵可对角化,即它相似于一个对角阵,且对角元为其特征值,则它的初等因子均为一次多项式(初等因子是相似不变量),所以它的jordan标准型是对角阵.
关于Michael Jordan,Michael算是first name而Jordan算是last name对应中文
关于Michael Jordan,Michael算是first name而Jordan算是last name对应中文
Michael算是名字Jordan算是姓,那为什么一般都叫他Jordan呢还是我前面说的是错的而是Michael是last name而Jordan是first name那写法也不对啊国外不是把名写前姓写在后面吗?混乱啊,
分院帽1年前1
guy-gu 共回答了18个问题 | 采纳率88.9%
Jordan是Family name Michael是First name,可以直接叫Michael,如果礼貌称呼可以叫Mr.Jordan
请问在线性代数中什么是极小多项式,jordan标准型,有什么用处.麻烦用通俗的语言解释一下.
johnthirteen1年前1
lizza_liu 共回答了10个问题 | 采纳率100%
对于函数f(x)和矩阵A,若f(A)=0.则f(x)成为A的零化多项式.极小多项式就是A的所有零化多项式中次数最小的.仔细点的内容和jordan标准型回头再讲啦,上课去了
Jordan is the fourth of the five children, ________two broth
Jordan is the fourth of the five children, ________two brothers and two sisters.
[ ]
A. have; older
B. having; older
C. has; elder
D. having; elder
阿良SX1年前1
果然了得 共回答了22个问题 | 采纳率81.8%
D
英语翻译是不是on the stove of Jordan's house
披头发1年前2
麟山村民 共回答了24个问题 | 采纳率87.5%
是的
翻译英语文章Kobe passes Jordan
翻译英语文章Kobe passes Jordan

翻译全文:


12mile1年前1
粉Se 共回答了20个问题 | 采纳率90%
科比(Kobe)现在已比乔丹(Jordan)更出色 — 至少在NBA的全时得分榜上.
在12月14日,在「洛杉矶湖人队」迎战「明尼苏达森林狼队」的赛事中,Kobe超越了传奇明星射手Jordan,位列NBA全时得分榜的第三位.
Kobe是篮球史上十大最佳球员之一.他已为湖人队赢得了五个总冠军.然而,在过去的两个赛季中,伟大的篮球运动员受严重受伤问题困扰而错过了多场比赛.但本赛季,他以得分证明他已恢复过来,可以继续创造历史.
「在NBA的得分榜上超越Jordan是一项巨大的荣誉」,Kobe说.「我从他身上学到了很多.在我的成功和事业中,他居功至伟,他给予我不少意见,亦对我多有提携.」
Jordan一直被大众视为是有史以来最伟大的篮球运动员,也是Kobe的恩师之一,祝贺天才篮球运动员送上在达到这里程碑.
「Kobe是一名伟大的球员,有良好的职业道德,及对篮球比赛满腔热情」,Jordan说.「我很喜欢看他的比赛,多年来,我期待看著他百尺竿头,更进一步.」
原文如下:
Kobe Bryant is now better than Michael Jordan — at least as far as the NBA’s all-time scoring list is concerned.
On Dec.14,during a game against the Minnesota Timberwolves (明尼苏达森林狼队),the Los Angeles Lakers (洛杉矶湖人队) star passed Jordan,a legendary scorer,for third place on the NBA’s all-time scoring list.
Kobe is one of the ten best players in basketball history.He has won five championships with the Lakers.However,in the past two seasons,the great basketball player suffered from big injury problems,and missed many games.But this season,he uses the number of points he has scored to prove that he is back and can continue to make history.
“It’s a huge honor for me to pass Jordan in NBA scoring,” Kobe said.“I have learned so much from him.He’s been such a huge part of my success and career in giving me advice and offering me help.”
Jordan,widely thought of as one of the greatest players of all time and the mentor of Kobe,congratulated the talented basketball player on reaching this milestone.
“Kobe is a great player,with a strong work ethic and has a strong passion for the game of basketball,” Jordan said.“I’ve enjoyed watching his games over the years,and I look forward to seeing what he can achieve next.”
英语翻译Jordan矩阵的应用 摘要:Jordan标准形有着十分广泛的应用.Jordan标准形在复数域中有存在性和唯一性
英语翻译
Jordan矩阵的应用
摘要:Jordan标准形有着十分广泛的应用.Jordan标准形在复数域中有存在性和唯一性这两个重要性质,是我们解题的有利工具,运用这两个性质能有效的简化问题的难度,以取得事半功倍的效果.本文将Jordan矩阵在计算矩阵多项式中的应用,Jordan标准形在计算有关行列式的应用,Jordan标准形在“矩阵分解论”,“矩阵方程论”等其它矩阵问题的应用,一一展现给大家,以达到更层次的认识.
翻译以上内容,
机工虫1年前1
tt兔23 共回答了14个问题 | 采纳率78.6%
Jordan Matrix application
Jordan has a very standard-wide application.Jordan normal form in a complex domain existence and uniqueness of these two important properties,is a powerful tool for problem solving,use of these two properties can effectively streamline the difficulties to obtain the multiplier effect.This paper will be Jordan matrix in the calculation of polynomial matrix,Jordan-standards in calculating the determinant of the application,Jordan standard form in the "matrix of decomposition," "Matrix Equation",and other issues of the matrix Application one by one presented to you in order to achieve greater levels of understanding.
线性代数 行列式法求 Jordan标准型 的问题
线性代数 行列式法求 Jordan标准型 的问题


想问下这里为什么D3(λ)整除每个三阶子试? 为什么D3(λ)可以整除D4(λ)?

安胜勋1年前3
冰瀑1 共回答了17个问题 | 采纳率88.2%
因为D3(λ)定义为所有三阶子式的最大公因式
第二个问题 比较复杂 具体可以看高等代数 证明思路如下:
1、证明经过初等变换的到的矩阵与原矩阵具有相同的行列式因子(分三种变换可证其任意阶子式可以整除 再由初等变换的可逆性可证相等
2、证明拉姆达矩阵初等变换可以化为标准形形式,其中d(i)|d(i+1) 首一(这个首先要证明已下引理)




这个定理也是主要利用初等变换的第三种变换倍数为多项式除法的商得到左上角元素为其余数来证明 接着再进行变换将第一行第一列其他元素变为0 从而利用分块后的小矩阵归纳法得来如下图





再对A1进行变换归纳 因为初等变换是线性组合 所以变换后的仍可以被b()整除)
3、可以证明上述矩阵k级子式(只有行列坐标完全相同子式不为0)的最大公因式为d1*……dk
(因为易知左上角的K 阶子式是相对次数最小的,其余的子式都是他的倍数)
4、再有上述矩阵与原拉姆达矩阵等价,而等价矩阵因具有相同的行列式因子从而Dk相同
5、再由可知D(k+1)/D(k)=d(k+1)
已知了Smith标准式如何写出Jordan标准型
已知了Smith标准式如何写出Jordan标准型
我已经知道1 0 0
0 x-2 0
0 0 (x-1)(x-2)
现在要求这个矩阵的Jordan标准型.
是 1 0 0
0 2 1
0 0 2 但又觉得好像不对,该怎么写呢?
棋子-19-831年前2
samstones 共回答了13个问题 | 采纳率92.3%
其实你可以先求矩阵的初等因子组,再求Jordan标准型