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关于勤奋议论文

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勤奋意思是认认真真,努力干好一件事情,不怕吃苦,踏实工作。以下是本站分享的关于勤奋议论文,希望能帮助到大家! 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" />

  关于勤奋议论文

  成功与勤奋是密不可分的,如果想获得成功就必须通过勤奋的努力,俗话说的好:"一份耕耘,一份收获。"没有辛勤的付出哪能有成功的源泉。成功的路上无捷径,只有勤奋才是成功的源泉。

  东晋大书法家王羲之,为了练好书法,他每天都要求自己练字,练完后就在家边的一口池塘里洗毛笔,就这样日复一日,竟将整口池塘的水染成了黑色。正是因为王羲之的坚持与勤奋,他才被人称为"书圣"。苏秦,因为求官不成,回家后被人家看不起,他就将太公《六韬》、《阴符》等兵法书籍,不分白天黑夜的勤奋苦读。每当到了夜深人静,头昏脑胀,眼睛发涩,总想睡觉的时候,他就用锥子狠刺自己的大腿,使自己清醒后在读书。正是由于苏秦的勤奋,终于他学有所成,成为战国时期着名的政治活动家。从古人的实例中我们知道了要想成功就必须要勤奋刻苦,因为勤奋是成功的基础。

  我国着名的生物学家童第周,上中学时,考试不及格,老师要让他留级,同学们也笑话他,但他却不悲观失望,而是发奋学习,最后取得了优异成绩。出国留学时他又刻苦钻研,为中国人争了气,成了我国着名的生物学家。科学家居里夫人也是孜孜不倦,勤奋探索才发现了"镭",为人类做出了巨大的贡献。身残志坚的张海迪虽然没有上过学,但她勤奋刻苦,克服了常人无法想象的困难,硬是攻克了几门外语。他们能取得这样的成就不就是勤奋的结果吗?试问,如过他们不勤奋,他们会有今天的成就吗?

  成功总是与勤奋形影不离,正如高尔基所言:"天才源于勤奋"。正是由于勤奋司马迁才写成震古烁今的文学巨着《史记》。正是由于勤奋陈景润才摘取了"皇冠上的明珠",成为着名的数学家。正是由于勤奋居里夫人才发现了"镭"。勤奋是通往成功的重要保障,俗话说"一勤天下无难事。"只要勤奋就没有办不到的事情。所以,让我们一起来勤奋学习吧!为将来打下良好的基础!

  朋友,让我们扬起自信的风帆,用勤奋去攀登智慧的巅峰,用勤奋这把金钥匙去打开成功的大门,让自己火红的青春,点燃灿烂的明天。

  关于勤奋议论文

  文学家说,勤奋是打开文学殿堂之门的一把钥匙,科学家说,勤奋能使人聪明,政治家说,勤奋是实现理想的基石…….我觉得我们应该具有勤奋的态度,只有这样,才能有所为。

  据说,清末时梨园中有“三怪”,他们都是因勤学苦练终于成才的。

  瞎子双阔亭,自小学戏,后来因疾失明,从此他更加勤奋学习,苦练基本功,他在台下走路时需要人搀扶,可是上台表演却寸步不乱,演技超群,终于成为功深艺湛的有名须生;跛子孟鸿寿,幼年身患软骨病,身长腿短,头大较小,走起路来很不稳便。于是他暗下决心,勤学苦练,扬长避短,后来一举成为丑角大师;哑巴王益芳,每天起早贪晚练功,艺成后一鸣惊人。

  三个残疾人从勤奋中创造了最好的自己,如果我们都有“三怪”的勤奋精神,世间还有什么事做不成呢?

  俗话说:“笨鸟先飞”。意思是要不落后于人,就要比别人勤奋,比别人先行动,现实生活中,有些人自恃天资聪颖,不肯“先飞”,不肯勤奋学习,而又藐视“笨鸟”,这种思想和行为是极端错误的。“笨鸟先飞”是一种不甘落后,勇于争先的表现。爱迪生就是发扬了“笨鸟先飞”的勤奋精神,才从一个智力平常的孩子成为大发明家的。

  但是,天赋好的“灵鸟”也要先飞,否则就有变成“笨鸟”的危险。

  据《青年博览》刊载,少年大学生钱某,12岁就会微积分,被认为是神童,尽量安徽科技大学,他不参加学校统一安排的高中文化补习班,却只身到图书馆看他的微积分,一个月就已声称学完,平时,学生们去上课,他却在校园里野逛,成绩一落千丈,休学一年后,他的态度不见好转,学校只能让他退学。退学后当上了油漆工,从此钱某结束了“神童”生涯。

  记得一位哲人说过:世界上能登上金字塔的生物只有两种,一种是鹰,一种是蜗牛。不管是天资奇佳的鹰,还是资质平庸的蜗牛,能登上塔尖,极目眺望,俯视万里,都离不开两个字——勤

  奋。让我们心怀梦想,脚踏实地,做一个切切实实的勤奋者!

  关于勤奋议论文

  天才,一个人人都羡慕的名词。古往今来,多少人苦苦追寻,而又有多少人能得到它。有人曾不止一次的询问苍穹:“天才究竟是如何而来的?”纵观古今,诸多事例证明了:天才始于勤奋。

  我们生于社会,长于社会,学于社会,成于社会。而社会中缺少不了的就是竞争,只有竞争才能体现出人与人的差异。在社会这座宏伟壮丽的金字塔中,谁能摘得塔顶的宝石,谁就是亿万人眼中羡慕的天才!

  我国伟大的革命家孙中山先生曾经说过:“人类要在竞争中求生存,便要奋斗。”是啊,人生需要奋斗,需要不断的奋斗。正因为有了奋斗,才有了一项项科技的发明;正因为有了奋斗,才成就了这悠久深远的文化;正因为有了奋斗,才使得我们华夏古国又一次的腾飞。

  “我该如何奋斗?我该抱有怎样的态度?”我曾问过我自己。当时的我,很迷茫。我知道了我记得目的地,但大千世界道路纵横,摆在我面前的路很多,我要如何抉择呢?当时的我还没有听过宋庆龄女士的话,一次偶然,我在学校看到了它:“知识是从刻苦勤奋中得来的,任何成就都是刻苦勤奋的结果。”这是多么平淡朴实的话语,虽然没有华丽的词藻,但却更显出它的魅。这句话如一个警钟在我耳边敲响,如仿如一把梳子,将我原来凌乱的头发梳齐。我的眼前一片明朗,我看到了路的方向!作为学生,获取知识是我的使命,作为希望,刻苦勤奋是我的方向。

  不必在乎路上的风雨,不必在乎行路的艰难,就想贝多芬说的那样:”卓越人的一大优点实在不利于艰难的遭遇里百折不挠。“即使现在的我们不是一位卓越的人,但给自己一点信心,向着已定的目标前进,不要在乎路上的荆棘,始终坚持自己的理想,那么你就是一个卓越的人。

  朋友,从现在开始吧!给自己一个目标,选择一条自己的道路,用自己的汗水与努力来成就自己的未来。若干年后,当你回过头来看自己走过的路,你就会知道天才究竟是怎么来的。

  天才出于众生,天才始于勤奋!

本文来源:http://www.rconcon.com/lunwenxiezuo/113032/