jordan+taylor+only+fans

请帮偶推荐一些欧美的明星~~~!
答：恩雅(Enya) (爱尔兰的音乐精灵啊。。我最向往的国度之一啊。。很空灵)Only TimeAmarantinemay it beLong Long Journey(很适合唱福音音乐珠儿(Jewel)(都说是美女,可我米看出来,不过音乐不错Stand(不用说,看看点击率吧)Maria Arredondo (她的贴吧我可是加了好久才进去啊)Burning(我听她的第一首歌)En Stjerne S...

贝克汉母简介 英文
答：Beckham is the fifth most capped England player of all time, and in addition to being the only Englishman to score in three different World Cups, is also only the fifth player in World Cup history to score twice from direct free kicks. He was captain of the English national team from 15...

justin是谁
答：生日：1981年1月31日(星期六)出生地: 孟佛斯, 田纳西州 (Memphis, TN)身高：183 厘米 花名: Shot, Curly, Mr. Smooth 家中成员: 父母,两个兄弟 宠物: 一猫一狗 嗜好: 打篮球 喜爱的食物: 麦片, 面 电影: Usual Suspects, 12 Monkeys 歌手: Brian McKnight, Take 6 偶像: Michael Jordan ...

求关于Michael Jackson英文的生平介绍
答：Jackson's celebrity friends have included Quincy Jones, Diana Ross, Rick James, Usher, Marlon Brando, comedians Steve Harvey and Chris Tucker and actress Elizabeth Taylor and former child actors Emmanuel Lewis and Macaulay Culkin. Both Taylor and Culkin are godparents to Prince Michael ...

要最最最好听的英文歌 看悬赏就懂我心情了啊
答：《because of you》,这首歌你应该听过的。但真的经典，好听。ing 《the rose》手嶌葵。很安静的歌，适合一个人在深夜聆听。《you'll just never know》。曾经非常喜欢的一首歌。《Gonna have you》。的确是首不舍得删掉的歌曲。《shoot the moon》。挺随意的一首歌曲，多了一份洒脱。《...

求一些好听的英文歌
答：saeeda wright - 《one and only》《my love get you home》colleen grace -back into the earth baby jane 这两首歌叫个好听啊，看完电视都在找这两首歌 再推荐一些平时讨来的 baby i ——delia maxine找这首歌费了很大劲，轻快地R&B和中国风，迷死人的 burning ——Maria Arredondo 一首...

求一篇迈克尔杰克逊的讣告
答：king of pop, married Lisa Marie Presley, only daughter of Elvis, the king of rock 'n' roll, in May 1994 in the Dominican Republic. Announcement of an imminent happy event was met with even greater incredulity. The marriage lasted some 18 months and was childless, but Jackson later did ...

网友看法：

骆亲14793025105： 0403 解析函数在一解析点的泰勒展式是唯一的 - 上学吧普法考试
乌拉特中旗戴杰：: 乔22综合性能最好 乔3乔16穿着酷 乔1北卡蓝也穿着好看,,乔20对脚踝保护性欠佳,推荐19以后的系列保护性较好之前的只是名气在,并不好穿,脚感不太好

骆亲14793025105： f(x+h)二阶泰勒公式f(x+h)=f(x)+(x - (x+h))f'(x)=f(x) - f'(x)h对吗? - 作业帮
乌拉特中旗戴杰：:[答案] 应该等于f(x)+hf'(x)+f''(x)h^2/2+拉格郎日或者皮亚诺余项

骆亲14793025105： 将函数f(z)=ln(z2 - 3z+2)在z=0处展开为泰勒级数.详细解题过程!将函数f(z)=ln(z2 - 3z+2)在z=0处展开为泰勒级数. - 作业帮
乌拉特中旗戴杰：:[答案] 首先要知道|z|0 ln((z-1)(z-2)) =ln(1-z)+ln(2-z) =ln(1-z)+ln2+ln(1-z/2) =-∑z^n/n-∑(z/2)^n/n+ln2 =ln2-∑(1+1/2^n)z^n/n ,n=1,2,... 当|z|>1时,在z=0处的幂级数不收敛