第一次寫(xiě)sat作文,求指導(dǎo)~
第一次寫(xiě)sat作文,求指導(dǎo)~
Is it important to question the ideas and decisions of people in positions of authority?
I think it is really very important to challenge the ideas and decisions of people in positions of authority.It can not only benefits the individuals but also causes deep effects of the whole society.Truth is always prepared for the one who is creative and has the courage to discover it.Galileo`s famous experiment on the leaning tower and Copernicus` astronomical theory are two persuasive examples of challenging authority.
Galileo,who is now regarded as"the father of science",is a science precursor of his era.It was a time when everyone believed Aristotle`s theory,claimed that the heavier a substance was,the quicker it would fall down,was right.When Galileo questioned Aristotle`s theory after his hard experiments,everyone treated him as a fool.But he wasn`t dismayed and persisted on his own opinion.In order to convince the citizens,he did an experiment,which was seemed to be a chance that everyone could mock him.He threw two iron balls on the top of Pisa tower,and the two balls which weighted differently reached the bottom at the same time.He finally proved he was right and everybody was shocked.Galileo unprecedentedly defeated the authority and won the self-esteem for himself.
Copernicus is another hero who dared to disdain the authority.He lived in a time when Christian Church was in charge of the society."The earth was the center of the universe"seemed a universally truth known by everyone.But through a series of observations and experiments,he became skeptical about it.He calculated repeatedly and finally proved that the sun is the center of the universe.However,nobody was dared to put this conclusion into public,for it invaded the authority,which meant the god.Once you disturbed the god,you were sentenced to death.But Copernicus was such a brave man that he kept on publishing his theory,which he spent his whole life completing and finally died for.Although his theory wasn`t accepted by most people at that time,it was tested to be true several hundred years later.Copernicus became a pioneer who set a monument in astronomy and was remembered permanently.
Authority is not the same as truth,truth is always waiting for someone who is creative and passionate to find it.Only when the person stands out for truth can the society make an enormous progress.
我是sat新手,自學(xué)的,第一次寫(xiě)的不好,請(qǐng)問(wèn)大概有幾分?
有什么需要改進(jìn)的地方?
Is it important to question the ideas and decisions of people in positions of authority?
I think it is really very important to challenge the ideas and decisions of people in positions of authority.It can not only benefits the individuals but also causes deep effects of the whole society.Truth is always prepared for the one who is creative and has the courage to discover it.Galileo`s famous experiment on the leaning tower and Copernicus` astronomical theory are two persuasive examples of challenging authority.
Galileo,who is now regarded as"the father of science",is a science precursor of his era.It was a time when everyone believed Aristotle`s theory,claimed that the heavier a substance was,the quicker it would fall down,was right.When Galileo questioned Aristotle`s theory after his hard experiments,everyone treated him as a fool.But he wasn`t dismayed and persisted on his own opinion.In order to convince the citizens,he did an experiment,which was seemed to be a chance that everyone could mock him.He threw two iron balls on the top of Pisa tower,and the two balls which weighted differently reached the bottom at the same time.He finally proved he was right and everybody was shocked.Galileo unprecedentedly defeated the authority and won the self-esteem for himself.
Copernicus is another hero who dared to disdain the authority.He lived in a time when Christian Church was in charge of the society."The earth was the center of the universe"seemed a universally truth known by everyone.But through a series of observations and experiments,he became skeptical about it.He calculated repeatedly and finally proved that the sun is the center of the universe.However,nobody was dared to put this conclusion into public,for it invaded the authority,which meant the god.Once you disturbed the god,you were sentenced to death.But Copernicus was such a brave man that he kept on publishing his theory,which he spent his whole life completing and finally died for.Although his theory wasn`t accepted by most people at that time,it was tested to be true several hundred years later.Copernicus became a pioneer who set a monument in astronomy and was remembered permanently.
Authority is not the same as truth,truth is always waiting for someone who is creative and passionate to find it.Only when the person stands out for truth can the society make an enormous progress.
我是sat新手,自學(xué)的,第一次寫(xiě)的不好,請(qǐng)問(wèn)大概有幾分?
有什么需要改進(jìn)的地方?
英語(yǔ)人氣:395 ℃時(shí)間:2020-05-22 17:34:12
優(yōu)質(zhì)解答
第一段去掉:I think,多余,而且會(huì)泄露英文水平.第二段第一句話把挑戰(zhàn)權(quán)威的觀點(diǎn)揉進(jìn)去,最好加上挑戰(zhàn)權(quán)威后的effect第三段最后一句要寫(xiě)類(lèi)似第二段最后一句的議論句.總的來(lái)說(shuō)議論還可以再深刻一點(diǎn):Galileo unpreceden...
我來(lái)回答
類(lèi)似推薦
- SAT作文應(yīng)該怎么寫(xiě)
- 請(qǐng)問(wèn)這篇sat作文怎么寫(xiě)?
- SAT作文一周之內(nèi)怎么提高,謝
- SAT作文主體部分該怎么寫(xiě)?
- SAT作文!
- no more的位置不是放在實(shí)義動(dòng)詞之前,助動(dòng)詞,be動(dòng)詞之后嗎?
- 在同一平面內(nèi),兩半徑不同的同心導(dǎo)線圓環(huán)通以同向電流時(shí),為什么內(nèi)環(huán)擴(kuò)張,外環(huán)收縮?
- 等邊三角形邊長(zhǎng)為a,則它的面積是?
- 一個(gè)長(zhǎng)方體的表面積是280平方厘米,正好將它鋸成3個(gè)同樣大小的正方體,每個(gè)小正方體 的表面積是多少?
- 生物實(shí)驗(yàn)有幾種對(duì)照,舉列說(shuō)明
- 度量衡中,什么字母表示長(zhǎng)度
- 已知關(guān)于x的方程2a(x-2)=(3b-1)x+2有無(wú)數(shù)多個(gè)解,求的a,b的值
猜你喜歡
- 1三角形三個(gè)內(nèi)角度數(shù)之比是1:2:3,最大邊長(zhǎng)是8,則它的最小邊的長(zhǎng)是多少
- 2按規(guī)律填數(shù):1/3、1/2、5/9、7/12、3/5、11/18.此列數(shù)中的第20個(gè)數(shù)是————
- 3田 比上下結(jié)構(gòu)是什么字
- 4常溫下不與濃硝酸,濃硫酸,氫氧化鈉反應(yīng)的是哪種:鋁,鋅,鐵
- 5三基色哪三種顏色?
- 6二分之一x加三分之二,x等于六分之一.
- 7no matter how great the difficulty is 和no matter how great the difficulty it is 區(qū)別 哪個(gè)對(duì)啊,
- 8急求各個(gè)國(guó)家的 國(guó)籍 國(guó)人 語(yǔ)言 以表格形式列出 英文
- 9一條拋物線的頂點(diǎn)是(z,-8).該拋物線與y軸焦點(diǎn)是(0,10),其中一個(gè)x軸焦點(diǎn)是(5,0)求:
- 10怎么樣培養(yǎng)寫(xiě)作文的興趣?
- 11觀察作文四年級(jí)
- 12小敏家的客廳長(zhǎng)3米,寬2.5米,選擇邊長(zhǎng)為多少厘米的正方形地磚,正好鋪完且鋪的快數(shù)最少?最少需要多少塊