lisa+ann+life
答：Life immortal r I light laugh 人生不朽r我淡笑 -If you leave. -你若离去 。- will be no period. - 后会无期 d silly star ◇ d笨小星◇d silly niuzi ◇ d傻妞子◇ ▲ Conquer full mother ▲ 征服m娘▲ Conquer full Daddy ▲ 征服m爹 Y Delete you Y请删除┅Y Black you Y请...
答：Joan,Niki,Betty,Linda,Whitney,Lily-百合花金牛座男性最适合的英文名:Fred,Gary,William,Charles,Michael,Karl-肖似上帝的人Karl-金牛座女性最适合的英文名:Barbara,Helen,Katharine,Lee,Ann,Diana,Fiona双子座男性最适合的英文
答：流年碎 jonathan偏执、ParanoidUnique﹌独一无二旧故事∞StoryIncomplete/残缺Goce 格思п爱不释手 aimer �6�3�7�8忘了爱° Toropretend △假装旧年 F12 PEEu浮浅 Superficial°Despair - 七年水性杨花 ‖ why≈▍ Forever° 优雅╭crazy、℡拥抱夕阳毒°To...
答：Ma James King of the Hill Motorcycle Officer Episode: Lupe's Revenge 2002 Love Liza 玛丽·安·班克海德Mary Ann Bankhead 《鬼胎记》 Dragonfly 贝尔蒙特夫人Mrs. Belmont 《关于施密特》 About Schmidt 罗伯塔·赫泽尔Roberta Hertzel Dallas-Fort Worth Film Critics Association Award for Best Supporting Actr...
答：B：Of course! You can't go to Paris without going to their famous art gallery! I was surprised by how small the Mona Lisa was though.当然去了！去巴黎怎么能不去最有名的美术馆呢！但是蒙娜丽莎那幅画怎么那么小啊，真让我大吃一惊。A：That's what everyone says! I can't wait ...
答：11. it's my life--bon jovi曾用来做CS的MTV背景音乐。 12. that's why(you go away)--meachael learns to rock半路在一家美发店的门前听到了that's why (you go away)的钢琴版!!! 感觉很好,这样听起来That's why就更经典了! (放的声音越大越有感觉哦) 13. you can't say(韩剧"爱上女主播"...
答：（16）Keren ann -not going anywhere（也是吉他弹唱）（17）Keren ann-by the cathedral（有些忧伤，旋律很特别）（18）Lisa Ekdahl-I will be blessed（声音象糖一样甜美可人~~）（19）Monrose-Burning（很多人都推荐这首歌，既有节奏感，又不失甜美）（20）The ditty bops-fall awake（同时甜美...
答：He had already conceived this type of mother and child in which the divine expression results only from human race and the poetry of life carried to its highest degree. This was the formula of the Renaissance, of the Madonnas of Raphael and Andrea del Sarto, and which Leonardo himself soon...
答：所谓人生/天算不如人算/命运倒数/改命情缘 Life or Something Like It --- (2002)古墓丽影/古墓奇兵/盗墓者罗拉 Lara Croft: Tomb Raider --- (2001)原罪/枕边陷阱/激情叛侣 Original Sin --- (2001)Lara Croft: Lethal and Loaded --- (2001)第73届奥斯卡金像奖颁奖典礼 The 73rd Annual...
答：The name of the picture is Mona Lisa. It's a famous oil painting. This is a painting by Leonardo da Vinci. He was a great painter. He was from Italy. In the picture , there is a beautiful woman. I like the picture because I am very curious about her smile. 翻译:这幅画的名字...
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轩固17528166357：
线性代数的证明题设n阶矩阵A=(aij)的特征值为 λ1, λ2, …… λn,证明:(1)λ1 +λ2 +……+λn=a11+a22+……+ann;(2)λ1 •λ2 •…•λn=|A|.没有,书上没有... -
63298安将
：[答案] 特征方程|λEn-A|=0的根为λ1, λ2, … λn 则|λEn-A|=(λ-λ1)(λ-λ2)…(λ-λn)=λ^n-(∑λi)λ^(n-1)+…+(-1)^n(∏λi) 取λ=0,即得|-A|=(-1)^n(∏λi) 因而|A|=∏λi,即λ1 •λ2 •…•λn=|A| 再根据行列式定义可得, |λEn-A|=(λ-a11)(λ-a22)…(λ-ann)+{(n!-1)个不含λ^n...
轩固17528166357：
根据下列条件,写出数列的前四项,并归纳猜想它的通项公式:①a1=1,an+1=an+ann+1(n∈N*)②a1= - 1,an+1=an+1n(n+1)(n∈N*) -
63298安将
：[答案] ①∵a1=1,an+1=an+ an n+1, ∴a2=a1+ a1 1+1= 3 2,∴a3=a2+ a2 2+1=2, 同理可得a4= 5 2,猜想an= n+1 2; ②∵a1=-1,an+1=an+ 1 n(n+1), ∴a2=a1+ 1 1*2=- 1 2,∴a3=a2+ 1 2*3=- 1 3, 同理可得a4=- 1 4,猜想an=- 1 n
轩固17528166357：
一道求数列通项公式的问题2An+1=An+1/Ann+1是下标2A(n+1)=A(n)+1/A(n) -
63298安将
：[答案] 2A(n+1)+2 = An + 1/An + 2 = (An^2 + 2An + 1)/An 2A(n+1)-2 = An + 1/An - 2 = (An^2 - 2An + 1)/An => (A(n+1)+1)/(A(n+1)-1) = ((An+1)/(An-1))^2 设bn = (An+1)/(An-1) => b(n+1)=bn^2 => lgb(n+1)=2lgbn => lgbn = 2^(n-1)lgb1 => bn = b1*10^(2^(n-1)) ...
轩固17528166357：
...likes reading.He is borrowing a difficult book.Sam is sitting( - )her.He is drawing( - )Jenny's book.The teacher is very angry.Ann is ( - )Sam.Ann is( - )front( - )Lisa.... -
63298安将
：[答案] he children are having a reading lesson.They are borrowing books (from_)the class library .Peter is good(at_)reading.He likes reading.He is borrowing a difficult book.Sam is sitting(next to_)her.He is...
轩固17528166357：
女英文名 -
63298安将
： A Asflsi 是一个犹太人名,意思是聪明博学伟大的大女人. Abigale 原为古希伯来名,意思是＂最初的欢乐＂或＂欢乐之本＂.在圣经撒母尔记上篇第二十五章中,讲到了一位早期名叫Abigale的...
轩固17528166357：
曲安奈德副作用 -
63298安将
： 曲安奈德曲安奈德 拼音名:Qu'annaide 英文名:Triamcinolone Acetonide 书页号:2000年版二部-240 本品为9-氟-11β,21-二羟基-16α,17[(1- 甲基亚乙基) 双 (氧)]- 孕甾-1,4-二烯-3,20-二酮.按干...
轩固17528166357：
克拉默法则证明 -
63298安将
： 重新整理1/〖ai1(b1A11+…biAi1+…bnAn1)+ai2(b1A12+…biAi2+…bnAn2)+…ain(b1A1n+…biAin+…bnAnn)〗可以看出b1的系数不就是ai1A11+ai2A12+…+ainA1n=0b2的系数不就是ai1A21+ai2A22+…+ainA2n...
