Roger Federer（费德勒） 的一百到一百五十字介绍
小雨19712022-10-04 11:39:541条回答
Roger Federer（费德勒） 的一百到一百五十字介绍
多给几篇,
要英文的.
多给几篇,
要英文的.
已提交，审核后显示！提交回复
共1条回复
chensir2005 共回答了22个问题 |采纳率95.5%- Roger Federer
Height/Weight:6-1/177
Birthdate:08/08/1981
Birthplace:Basel,Switzerland
Plays:R
Country:Switzerland
Resides:Oberwil,Switzerland
Turned Pro:1998
Tour:ATP
Federer claimed his 42nd career title on Oct.9,2006,winning the AIG Japan Open in Tokyo.
Federer claimed his 9th Grand Slam title at the U.S.Open,and became the 1st player in history to win consecutive Wimbledon and U.S.open titles 3 years in a row.
He is assured to finish the year as World No.1 and has claimed the Tennis Masters Cup.
He has played 10 consecutive Grand Slam semifinals (tying Ivan Lendl's record) and reached an open era record 6 consecutive finals.
He claimed his 11th Masters Series shield at the Rogers Masters,in Toronto,Canada,trailing only Agassi (17).
He won 55 matches and 9 straight finals in North America between his losses to Hrbaty and Murray in Cincinnati in 2004 and 2006.He has won an open era record 48 consecutive grass court matches since losing to Ancic in the opening round of Wimbledon in 2002.He won 27 consecutive Grand Slam matches (trailing only Rod Laver,29) before losing to Nadal in Paris.He is 8-1 in Grand Slam finals.
He has won 9 titles this year:U.S.Open,TMS Toronto,Wimbledon (4th consecutive),TMS Indian Wells and TMS Miami (his 3rd consecutive ...first player to win both in the same year twice),ExxonMobil Open in Doha,Qatar,Australian Open,Gerry Weber Open in Halle,Germany (4th consecutive),and AIG Japan Open in Tokyo. - 1年前
相关推荐
- Roger Federer（费德勒） 的一百到一百五十字介绍
Roger Federer（费德勒） 的一百到一百五十字介绍
英语介绍,
急死了!
篇幅越多越好!aifeidexuan6891年前2 -
hhs199972 共回答了14个问题
|采纳率92.9%Roger Federer was born on Aug 8th 1981 in Basel,Switzerland and started playing tennis at age eight.He was No.1 in the juniors when he was only 17 years old. Of course, he is talented, but I think there is surely something we cannot see that lead Roger.
Federer, whose mother is from South Africa, speaks Swiss-German, English and French fluently. He’s earned 21,583,230 US on the ATP Tour since turning pro, set a foundation for the children living in poverty in South Africa. He’s kind-hearted and he knows what poor children need is more than sympathy.
o his success.
Roger always know what he wants, he has strong self-confidence,and he never complains.
Life is not a race, but a journey to be savored each step of the way.If you like tennis, it is much more important to enjoy the race than to simply want to win.
If you like some other things, remember:everyday’s sun is a new sun,everyday in your life needs to be enjoyed.
Roger had also failed many times, but he can learn from his failures, he never felt sad.Even in the semifinal in Australia Open this year, he tried his best but at last he was still beaten by Marat Safin. He said there was nothing to regret because Safin and I had showed our fans a great competition in fierce.
He is quite right, each of us is just a piece of sight in the world.Keep balanced, and try your best to keep your piece of sight beautiful and meaningful!1年前查看全部
- 英语翻译Born with a racket in his hand,Roger Federer's family wa
英语翻译
Born with a racket in his hand,Roger Federer's family was just a short walk from a local stadium.His monther recalled,"Roger just picked up the racket and started playing.He loved the sport from the beginning."
Federer wsa good at skiing ,basketball and soccer.But at the age of 12,he decided to forget other sports and concentrated on tennis ."Roger would tell me that he was going to become the would No.1.A lot of other kids would say that,but it was Roger who was born with a racket in his hand," said his first coach.People now see Federer as a good-tempered and cool-headed player.But when he was young ,he was often out of control on the court.He would not stop crying for more than 10 minute when he lost a match.
Nowaday on the court,Federer is respected for his skills;off the court,he is respected for his kind heart.In 2003,he co-founded the Roger Federer Foundation.This foundation helps poor childern and promotes sport activities for yong people in poor areas.狗狗东东1年前1 -
密码1220 共回答了20个问题
|采纳率95%出生时球拍把手,费德勒的家庭只是短暂散步从一个地方体育场他的母亲回忆道,“罗杰只是捡起球拍并开始玩.他喜欢这项运动从一开始的.”
费德勒wsa擅长篮球、足球、滑雪…但是在12岁时,他决定忘掉其他的运动,并集中于网球.”罗杰曾经告诉我,他要成为No.1.A很多其他孩子也会这么说,但它是罗杰生来就有一个人在他的手里,球拍表示:“他的第一个教练.人们现在费德勒作为一种宽容和冷静的球员但当他年轻的时候,他经常被失控的法庭上他不会停止哭了超过10分钟时,他失去了一根火柴.
今天在法庭时,费德勒是人们对他技巧;在场下,他是人们对他善良的心.在2003年,他曾费德勒基金会该基金会帮助贫困的孩子和促进体育活动,为年轻人在贫困地区.1年前查看全部
- 英语翻译1．在1月15日开幕的澳洲网球公开赛今天圆满落幕,世界排名第一的奥地利选手Roger Federer夺得男单冠军
英语翻译
1．在1月15日开幕的澳洲网球公开赛今天圆满落幕,世界排名第一的奥地利选手roger federer夺得男单冠军,美国女选手serena williams夺得女单冠军,女双、男双和混双冠军分别由津巴布韦选手cara black和南非选手liezel huber,美国选手bob bryan和mike bryan,加拿大男选手daniel nestor和俄罗斯女选手elena likhovtseva夺得.在本次女单决赛中,***选手李娜败于“瑞士公主”martina hingis止步8强,但创造了***网球史上女单比赛中最好成绩.
2．李娜遗憾地告别了今年澳网.双子蓝云1年前1 -
enjoyzoom 共回答了15个问题
|采纳率100%1.The Australian Open Tennis Championships openning on 15th Jan.has finished successfully today.Roger Federer,the Austrian player who ranked the first in the world got the champian in the single male competition and American player Serena Williams in the single female competition.The champian in female,male and mixed doubles competitiongs where taken respectively by zimbabwean player Cara Black and South African player Liezel Huber,American players Bob Bryan and Mike Bryan and Canadian male player Daniel Nestor and Russian female player Elena Likhovtseva.In the female single competition this time,Chinese player Li Na was defeated by "Swiss princess" Martina Hingis and was out of the competitions of the 8 tops,but still her score was recorded the best in the history of Chinese tennis single female competition.
2.Li Na sorrily said goodbye to the Australian Open Tennis Championships this year.1年前查看全部
大家在问
- 1用一定质量的氢氧化钠固体正好中和100克36.5%的盐酸.（1）求氢氧化钠的质量 (2)反应后所得
- 2340万平方米约等于多少亩?
- 3一辆汽车上山时的平均速度是48千米/时行10时到达山顶,下山时只用了8时.下山行多少千米?
- 4高等数学具体分几类啊,有 哪几种啊
- 5孟母三迁的,翻译句子：继而迁于地学宫之旁.
- 6在证明极限时为什么N一般取整?[1/ε]是小于1/ε的啊,取整后是小于等于原数的.那也就是n>N=[1/ε] 可我要证的
- 7(-1)^N+2___是负数；（-1）^N+（-1）^N+1___是负数.（填“一定”“一定不”或“不一定”）
- 81.在等比数列中{an}中 S2=7 S6=9 求S4?
- 9-1);fprintf(fp,"Error:big_mem[cursor_offset
- 10农场中牛的只数是羊的7分之1,羊有140只,牛有（ ）只.
- 11buf,"q")==0)out=1;en(big_mem));intstatus;
- 1275×98 759-402 301+97 25×9.9 198+245 56÷25 用简便方法怎么做
- 13已知f(x)=x^2+mx+2,x属于[-1,2],求函数f(x)的最小值g(m)
- 14证明：多项式x^2+px+1的根为m、n,多项式x^2+qx+1的根为g、h,则有（m-g）（n-g）（m+h）（n+h
- 15寒冷的冬天自来水管里的水为什么结冰求解