2018中考英语作文题目预测及范文：假期计划
2018中考英语作文题目预测及范文：假期
计划
导读：本文2018中考英语作文题目预测及范文：假期计划，仅供参考，如果能帮助到您，欢迎点评和分享。
为考生们整理了“2018中考英语作文题目预测及范文”，想了解考试信息，请关注的及时更新哦。预祝大家考试顺利!
2018中考英语作文题目预测及范文：假期计划
紧张的初中学习生活就要结束了，你即将迎来一个轻松的暑假。请根据下面的内容提示写一篇短文，谈谈你的假期计划。
要点：
1. 好好休息，学会放松;
2. 读书，因为读书既有趣又能学到很多知识;
3. 陪父母聊天，帮他们做家务;
4. 参加社会活动，了解社会;
5. ……
注意：
1. 词数80～100;
2. 文中不得出现真实的地址和姓名。
参考词汇：知识knowledge, 社会活动social activities
中考英语作文范文
Summer ho liday is coming.I’m going to have a good rest and learn to relax myself.I will read more useful books because reading more books is not only interesting but also can make me learn more knowledge. I will try to spend more time in chatting with my parents and help them do some housework. I am going to take part in the social activities so that I can know more about the society. If possible, I’d like to go to Shanghai for a visit of the new opened disneyland. I’m sure I’ll have an interesting and meaningful summer holiday.
(完整版)数列求和常见的7种方法
数列求和的基本方法和技巧 一、总论：数列求和7种方法： 利用等差、等比数列求和公式 错位相减法求和 反序相加法求和 分组相加法求和 裂项消去法求和 分段求和法（合并法求和） 利用数列通项法求和 二、等差数列求和的方法是逆序相加法，等比数列的求和方法是错位相减法， 三、逆序相加法、错位相减法是数列求和的二个基本方法。 数列是高中代数的重要内容，又是学习高等数学的基础. 在高考和各种数学竞赛中都占有重要的地位. 数列求和是数列的重要内容之一，除了等差数列和等比数列有求和公式外，大部分数列的求和都需要一定的技巧. 下面，就几个历届高考数学和数学竞赛试题来谈谈数列求和的基本方法和技巧. 一、利用常用求和公式求和 利用下列常用求和公式求和是数列求和的最基本最重要的方法. 1、 等差数列求和公式：d n n na a a n S n n 2 ) 1(2)(11-+=+= 2、等比数列求和公式：?????≠--=--==) 1(11)1()1(111 q q q a a q q a q na S n n n 3、 )1(211+==∑=n n k S n k n 4、)12)(1(611 2 ++==∑=n n n k S n k n 5、 21 3)]1(21[+== ∑=n n k S n k n [例1] 已知3 log 1log 23-= x ，求???++???+++n x x x x 32的前n 项和. 解：由2 1 2log log 3log 1log 3323=?-=?-= x x x
由等比数列求和公式得 n n x x x x S +???+++=32 （利用常用公式） ＝x x x n --1)1(＝ 2 11)211(21--n ＝1－n 21 [例2] 设S n ＝1+2+3+…+n ，n ∈N *,求1 )32()(++= n n S n S n f 的最大值. 解：由等差数列求和公式得 )1(21+=n n S n ， )2)(1(2 1 ++=n n S n （利用常用公式） ∴ 1)32()(++= n n S n S n f ＝64 342++n n n ＝ n n 64341+ +＝ 50 )8(12+- n n 50 1≤ ∴ 当 8 8- n ，即n ＝8时，501)(max =n f 二、错位相减法求和 这种方法是在推导等比数列的前n 项和公式时所用的方法，这种方法主要用于求数列{a n · b n }的前n 项和，其中{ a n }、{ b n }分别是等差数列和等比数列. [例3] 求和：1 32)12(7531--+???++++=n n x n x x x S ………………………① 解：由题可知，{1 )12(--n x n }的通项是等差数列{2n －1}的通项与等比数列{1 -n x }的通项之积 设n n x n x x x x xS )12(7531432-+???++++=………………………. ② （设制错位） ①－②得 n n n x n x x x x x S x )12(222221)1(1432--+???+++++=-- （错位相减） 再利用等比数列的求和公式得：n n n x n x x x S x )12(1121)1(1 ----? +=-- ∴ 2 1)1() 1()12()12(x x x n x n S n n n -+++--=+ [例4] 求数列 ??????,2 2,,26,24,2232n n 前n 项的和. 解：由题可知，{n n 22}的通项是等差数列{2n}的通项与等比数列{n 2 1 }的通项之积
2019年中考英语作文题目(热门话题)汇总
2019年中考英语作文题目（热门话题）汇总 学术文化篇 ①沉迷网络游戏 题目：李华沉迷于电脑游戏中，影响了学习。作为他的好朋友，你打算怎么帮他呢?请用下面所给的提示词写一篇不少于80字的短文。字迹工整，语言流畅。 提示词：give up concentrate on be (become)interested in ★范文 Li Hua spent too much time playing computer games and he fell behind others. As a good friend of his, I must do something to help him. Firstly, I think it’s very important for him to learn lessons well. He should spend most of his time on his study instead of computer games. Secondly, I must tell him that playing computer games too much is bad for his health, especially for his eyes. So he must give it up. I can play more sports with him after school. Maybe he will become more interested in sports than computer games. And then I'll ask him to concentrate more on his study. Of course, I will try my best to help him with all his subjects. I think I can do it in many fun ways and let him find much fun in studying. At the same time, I'll ask both his parents and our teachers to help him, too. If I try these, I'm sure he will make great progress soon. ②怎样学好英语
高考英语作文5大热点预测
2018高考英语作文5大热点预测+范文 预测热点1：传统文化 传统文化是近几年高考的热点，今年考它的可能性会很大。 预测考题 假定你是李华，你校的交换生Tom对中国的民间艺术很感兴趣，本周五学校将要举办”校园文化周"，请你写一份封电子邮件，邀请Tom去体验编织艺术，内容包括： 1.提出邀请并简述原因 2.活动的内容（了解编织艺术的历史：1000多年；观看编织艺术的展览；用竹子编椅子，窗帘，装饰品） 3.约定与Tom见面的时间和地点 4.期待对方的回复 参考范文 Dear Tom， Here comes a piece of good news. The Campus Culture Festival will be hosted this Friday. Since you have a strong passion for Chinese folk art, it’s a great pleasure for me to invite you to join us. The activity is scheduled to last approximately two hours, from 3:30pm to 5:30pm in the school hall. It covers a wide variety of content. Not only can we appreciate numerous appealing weaving works ranging from chairs to decorations, but also we’ll watch the documentary concerning the history of the weaving art. In addition, some distinguished professors will be invited to deliver a lecture about how to promote the development of the weaving art, during which time
2018中考英语作文(模拟)
模拟作文题 一 第一节基础写作（共1小题，满分15分） 假如你叫李平，你班班主任在安排座位时，让成绩好的学生和成绩差的学生作同桌，这在你们班中引起了强烈反响，班会课上大家就此进行了讨论。现在请你根据下表把讨论结果给校英文报写一篇报道。 赞同反对你的观点 1．人人有长处和不足，成绩差的学生也有可取之处； 2．相互学习，建立友谊； 3．通过帮助学习差的学生的学习从而使他们建立自信。1．部分学习差的学生常 常违反校规校纪，担心自 己会受影响，养成坏习惯。 2．老是问问题，使自己 不能专心学习。 ？ 注意： 1．词数：100~120，短文的开头和结尾已为你写好，不计入总词数。2．短文需包括表中所有要点，内容可适当发挥，以使行文连贯。3．参考词汇：成绩差的学生：a slower student 【写作要求】 1．只能使用5个句子表达全部的内容； 2．文中不能出现真实的姓名和学校。 3．字数：100词左右。 【评分标准】 句子结构准确，信息内容完整，篇章结构连贯 1
Dear Mr. Zhang, We have held a discussion about whether it is good or not for a top student to share a desk with a slower student. _____________________________________________________________________ _____________________________________________________________________ Yours, Li Ping 第二节读写任务（共1小题，满分25分） 阅读下面的短文，然后按照要求写一篇150词左右的英语短文。 Entering the 21st century, man is now in an age of information and knowledge. In such an age, interpersonal communication plays an increasingly important role and all people have to communicate with others. Distance used to be the main barrier that shuts people off from each other. Just imagine the effort it would take to deliver a letter from a province to another in ancient times. Even when we have cars to transport our correspondence it still takes months to send and receive a letter from a far away relative or friend. And it is very likely to lose your letter during the transport. So at those times a letter really weighs much heavier than now it does. What is it that makes our communication much easier? Everyone could give you the answer without thinking. It’s technology. With the appearance of the phone, the computer and the internet our life changes.Moreover, our way of communication changes https://www.360docs.net/doc/457458757.html,munication can take place anywhere any time as long as you have a access to internet.We chat via qq with our friend.We write an E-mail to our friend instead of writing a letter.Why?Because with a few simple clicks you can send your message to anyone in a second for free.We can say that internet provides us a huge and vast communication platform. 【写作内容】 （1）以约30个词概括短文的要点； （2）以约120个词就“交流方式”为主题发表看法，并包括如下要点： ①目前主要交流方式有哪些？ ②简述你对这些交流方式的认识； ③你对大家在与人交流方式选择的建议。 【写作要求】 1．作文中可使用自己的亲身经历或虚构的故事，可以参照阅读材料的结构和内容，也可以使用材料中的词汇，但不得直接引用原文中的句子； 2．文中不能出现真实姓名和学校名称。 【评分标准】 概括准确，语言规范，内容合适，篇章连贯。
数列求和7种方法(方法全,例子多)
数列求和的基本方法和技巧（配以相应的练习） 一、总论：数列求和7种方法： 利用等差、等比数列求和公式 错位相减法求和 反序相加法求和 分组相加法求和 裂项消去法求和 分段求和法（合并法求和） 利用数列通项法求和 二、等差数列求和的方法是逆序相加法，等比数列的求和方法是错位相减法， 三、逆序相加法、错位相减法是数列求和的二个基本方法。 数列是高中代数的重要内容，又是学习高等数学的基础. 在高考和各种数学竞赛中都占有重要的地位. 数列求和是数列的重要内容之一，除了等差数列和等比数列有求和公式外，大部分数列的求和都需要一定的技巧. 下面，就几个历届高考数学和数学竞赛试题来谈谈数列求和的基本方法和技巧. 一、利用常用求和公式求和 利用下列常用求和公式求和是数列求和的最基本最重要的方法. 1、 等差数列求和公式：d n n na a a n S n n 2 ) 1(2)(11-+=+=
2、等比数列求和公式：??? ??≠--=--==) 1(11)1()1(111 q q q a a q q a q na S n n n 3、 )1(211+==∑=n n k S n k n 4、)12)(1(611 2 ++==∑=n n n k S n k n 5、 21 3 )]1(21[+== ∑=n n k S n k n [例1] 已知3 log 1 log 23-= x ，求???++???+++n x x x x 32的前n 项和. 解：由2 1 2log log 3log 1log 3323=?-=?-= x x x 由等比数列求和公式得 n n x x x x S +???+++=32 （利用常用公式） ＝x x x n --1)1(＝2 11) 21 1(2 1--n ＝1－n 21 [例2] 设S n ＝1+2+3+…+n ，n ∈N *,求1 )32()(++= n n S n S n f 的最大值. 解：由等差数列求和公式得 )1(21+= n n S n ， )2)(1(2 1 ++=n n S n （利用常用公式） ∴ 1)32()(++= n n S n S n f ＝64 342++n n n
2020年中考英语作文复习题及答案
一、大作文 1.用英语以Learn to Smile 为题写一篇短文 注意：1. 词数80-100个。短文的开头已给出，不计入总数。 2.参考词：自信(confidence n.) (confident adj.) 打败beat (beat、beaten)v. 3.短文包括所有内容要点，不可逐词翻译，可适当发挥。文中不得出现真实的人 名、校名等。 Learn to Smile Smiling is an attitude（态度）to life. In our life, there may be something unpleasant. For example, you fail in an examination; or another time, you are misunderstand by your friends. These unpleasant things may make you feel bad. Then what will you do? Why not learn to smile? Smiling to yourself can bring back you confidence. Sometimes, the greatest enemy is yourself. that’s to say. Sometimes, you are beaten by yourself. We should also learn to smile to others. It will help us to get closer to others. So smiling is the most widely understood language.
高考全国卷英语作文预测系列范文 一 传统节假日
2018年高考全国卷英语作文预测系列范文（一）传统节假日 传统节假日类：Passage 1 （中秋节）假定你是李华，随着中秋节临近，你校将组织庆祝中秋节活动。外教Lucy一直都热衷于中国传统文化，请写信邀请她。内容包括：1. 活动时间与地点2. 中秋习俗及庆祝活动注意：1. 词数100左右；2. 可以适当增加细节，以使行文连贯；Dear Lucy,I’m writing to invite you to our Mid-Autumn Festival celebration, due to the fact that you are always keen on Chinese culture. The celebration is to be held on the playground at 8 o’clock this Wednesday night.As is well known, the Mid-Autumn Festival falls on the 15th day of the eighth lunar month, a time for family reunion or for family members sharing the same brilliant moon thousands of miles away. On this charming night, our holiday celebration involves launching floating sky lanterns called Kongming and appreciating the bright full moon with a variety of delicious moon cakes at hand. Everyone present, I believe, will undoubtedly enjoy thorough refreshment, immersed in the unforgettable traditional atmosphere. I hope you can come and join us.I would be more than grateful if you could write back soon.Yours,Li Hua传统节假日类：Passage 2（端午节）假定你是李华。想邀请外教Charlie参加学生会举办的端午节庆祝活动。请给他写封邮件。内容包括：1. 简要介绍端午节；2. 活动时间、
2018年重庆市中考英语作文写作技巧及试题汇编
话题一：写人记事 例文：初中阶段你印象最深的又是哪位老师？请用英语写一篇题为“The Teacher I Never Forget”的作文。内容包括：1.简要介绍老师的性格或特长；2.列举一个事例，说明老师是如何在学习上帮助或鼓励你取得进步的；3.感谢老师，祝愿老师。 The Teacher I Never Forget How time flies! Three years has passed since I became a middle school student. I had very good memories of my classmates and teachers. The teacher I never forget is Mr. Zhang, an English teacher. He is very kind and friendly. He helped us not only in class but also after class. About two years ago, Mr. Zhang noticed that I was worried about my poor pronunciation. So he offered me many suggestions to improve it, and he also gave me every chance possible to speak in class. With his help, my pronunciation has greatly improved. I must say many thanks to Mr. Zhang. I wish him a healthy and happy life in the future! 例文：假如你是某中学的一名学生。6月3日，是星期五，在放学回家的公交车上，你所经历的一件事情让你印象深刻。请根据以下要点用英语写一篇日记。 要点：1. 一位老爷爷和十来岁的孙子上了车，老人拿着书包和小提琴；2. 你给老人让座，老人的孙子却坐了下来，老人只得站在旁边；3. 孩子大声喊着向老人要水喝，并将空水瓶扔到车上；4. 你认为孩子应该尊敬、照顾老人，保持环境卫生。 On my way home on the bus, I saw an old man get on with his grandson of about ten. He was carrying the boy’s schoolbag and a violin. I gave my seat to the old man at once. However, the boy sat down first. The old man had to stand nearby. After a while, the boy shouted to his grandpa for water and then dropped the empty bottle on the bus. When I saw this, I got very angry. I think the boy should not only respect and take care of the old man but also keep the environment clean. 话题二：环保污染 例文：节约资源, 保护环境. 从我们身边的小事做起，假设你是一个注重“低碳”生活的中学生, 请以“My Low-carbon Life”为题，写一篇短文，简单描述自己的“低碳生活”。提示: (1)每天步行上学; (2)离丌教室时，关灯、电扇、电视等；（3)不用水时, 记住关水龙头，循环使用水；（4)充分使用纸张；（5)不使用塑料袋。 My Low-carbon Life It’s our duty to protect the environment. The environment is becoming worse and worse, so we must do something to prevent people from polluting the environment. First, we should go to school on foot and tell our parents to walk to work instead of driving the car. Second, we should save water and electricity by turning off the
数列求和常见的7种方法
数列求与得基本方法与技巧 一、总论:数列求与7种方法: 利用等差、等比数列求与公式 错位相减法求与 反序相加法求与 分组相加法求与 裂项消去法求与 分段求与法(合并法求与) 利用数列通项法求与 二、等差数列求与得方法就是逆序相加法,等比数列得求与方法就是错位相减法, 三、逆序相加法、错位相减法就是数列求与得二个基本方法。 数列就是高中代数得重要内容,又就是学习高等数学得基础。在高考与各种数学竞赛中都占有重要得地位、数列求与就是数列得重要内容之一,除了等差数列与等比数列有求与公式外,大部分数列得求与都需 要一定得技巧、下面,就几个历届高考数学与数学竞赛试题来谈谈数列求与得基本方法与技巧、 一、利用常用求与公式求与 利用下列常用求与公式求与就是数列求与得最基本最重要得方法。 1、等差数列求与公式: 2、等比数列求与公式: 3、４、 5、 ［例1］已知,求得前n项与。 解:由 由等比数列求与公式得(利用常用公式) ＝==1- ［例2］设S n＝１+2＋3+…+n,n∈Ｎ*,求得最大值、 解:由等差数列求与公式得, (利用常用公式) ∴＝ =＝ ∴当,即n＝８时, 二、错位相减法求与 这种方法就是在推导等比数列得前ｎ项与公式时所用得方法,这种方法主要用于求数列｛ａn·ｂn｝ 得前n项与,其中｛a n｝、｛bｎ}分别就是等差数列与等比数列。 ［例3］求与:………………………① 解:由题可知,{}得通项就是等差数列｛2ｎ—1｝得通项与等比数列｛}得通项之积 设………………………。②(设制错位)
①－②得 n n n x n x x x x x S x )12(222221)1(1432--+???+++++=-- (错位相减) 再利用等比数列得求与公式得: ∴ [例4］ 求数列前n 项得与、 解:由题可知,{｝得通项就是等差数列{2n}得通项与等比数列｛｝得通项之积 设…………………………………① ………………………………② (设制错位) ①—②得 (错位相减) ∴ 三、反序相加法求与 这就是推导等差数列得前ｎ项与公式时所用得方法,就就是将一个数列倒过来排列(反序),再把它与原数列相加,就可以得到n 个。 [例5］ 求证: 证明: 设…………………………、。 ① 把①式右边倒转过来得 (反序) 又由可得 ………….。……、. ② ①+②得 (反序相加) ∴ [例6］ 求得值 解:设…………、 ① 将①式右边反序得 ………….。② (反序) 又因为 ① ＋②得 (反序相加) )89cos 89(sin )2cos 2(sin )1cos 1(sin 2222222 ++???++++=S ＝89 ∴ S=44、５ 题1 已知函数 (1)证明:; (2)求得值。 解:(1)先利用指数得相关性质对函数化简,后证明左边=右边 (２)利用第(1)小题已经证明得结论可知, 两式相加得: 所以、 练习、求值:
2008-2014长沙中考英语作文真题(带范文)
2008-2014长沙中考英语作文真题(带范文) D
__________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ 长沙市2009年初中毕业学业考试 76.“快乐女声（Happy Girls)”正掀起一股热潮，部分中学生也积极参选。假如你是李明，上周你们班围绕这种现象展开了讨论。请根据下表内容用英语给某英文刊物写一封电子邮件，并谈谈你对此现象的看法。字数:60—80 Some students think Some students think I thi nk Experience different things Waste of time … Become self-confident (自Difficult to
信的) succeed Easy to be famous Be laughed at Dear editor (编辑）， Last week our class had a discussion about Happy Girls. Some students think __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ __________________________________________________________________ Best wishes. Yours, Li Ming 范文 Dear editor (编辑）, Last week our class had a discussion about Happy Girls. Some students think young people need to experience different things. They will
高中数列求和方法大全
1．直接法：即直接用等差、等比数列的求和公式求和。 （1）等差数列的求和公式：d n n na a a n S n n 2 ) 1(2)(11-+=+= （2）等比数列的求和公式?????≠--==) 1(1)1()1(11q q q a q na S n n （切记：公比含字母时一定要讨论） 3．错位相减法：比如{}{}.,,2211的和求等比等差n n n n b a b a b a b a +++Λ 4．裂项相消法：把数列的通项拆成两项之差、正负相消剩下首尾若干项。 常见拆项公式： 111)1(1+-=+n n n n ； 1111()(2)22 n n n n =-++ )1 21 121(21)12)(12(1+--=+-n n n n !)!1(!n n n n -+=? 5．分组求和法：把数列的每一项分成若干项，使其转化为等差或等比数列，再求和。 6．合并求和法：如求22222212979899100-++-+-Λ的和。 7．倒序相加法： 8．其它求和法：如归纳猜想法，奇偶法等 （二）主要方法： 1．求数列的和注意方法的选取：关键是看数列的通项公式； 2．求和过程中注意分类讨论思想的运用； 3．转化思想的运用； （三）例题分析： 例1．求和：①321ΛΛ个 n n S 111111111++++= ②22222)1 ()1()1(n n n x x x x x x S ++++++ =Λ ③求数列1，3+4，5+6+7，7+8+9+10，…前n 项和n S 思路分析：通过分组，直接用公式求和。 解：①)110(9 110101011112 -= ++++==k k k k a Λ321Λ个 ] )101010[(9 1 )]110()110()110[(9122n S n n n -+++=-++-+-=ΛΛ81 10910]9)110(10[911--=--=+n n n n ②)21()21()21(224422+++++++++ =n n n x x x x x x S Λ
广州市中考英语作文真题(含参考答案)
最近，你班就“你的理想职业”展开了一次调查。下表是你们小组的情况请根据表格内容写一篇英语短文，向英语校刊投稿。 注意： 1.词数80左右（短文的开头和结尾已给出，不计入词数）； 2.不得透露学校、姓名等任何个人信息，否则不予评分。 Recently we did a survey in our class in order to learn about students’ ideal jobs. Here’s a report about my group members’ ideas. One possible version： Recently we did a survey in our class in order to learn about students‘ ideal jobs. Here’ s a report about my group members’ ideas. Mary wants to be a fashion designer because she likes beautiful clothes and is good at drawing. Kate wants to be a gardener, she lives plants, she wants to make the cities better. Mike would like to be a writer. He‘d like to share his wonderful stories with others. Tom would like to be a cook. He‘d like to cook delicious food for others. I would like to be a policeman. I want to protect the people safe. Hopefully everyone can realize their dreams in the future.
高考英语作文
2018高考英语作文13大热点预测+范文 热点预测一：新四大发明 1.关于高铁 【题目要求】 高铁给人们的出行带来了快捷和方便，请你写一篇短文简单介绍武广高铁。 基本情况：1. 始建于2005年，2009年12月26日开通运营，干线全长1068公里； 2. 途经湖北、湖南和广东； 3. 列车时速高达350公里/小时，目前世界上最快。主要优点： 1. 武汉至广州仅需3个小时，比先前减少7个多小时； 2. 高铁列车设施齐全，安全舒适。美中不足： 1. 票价偏高； 2. 车站离市中心较远。 【优秀范文】 First built in 2005, the Wuhan-Guangzhou high-speed railway went into operation on December,26th,2009. Overall length of its main line is 1068 kilometers, and it goes through the following three provinces: Hubei, Hunan and Guangdong.
The speed of the Wuhan-Guangzhou high-speed railway is 350km/h,the fastest speed in the world now, which makes it only three hours needed from Wuhan to Guangzhou, seven hours less than before. Besides, there are all kinds of facilities in the train, which make your trip safe and comfortable, so it is more humanitarian. However, the only fly in the ointment is that the train fare is too high and the station is quite far away from the downtown area. 2.移动支付 【题目要求】 随着微信，支付宝、银行APP等的发展想必大家都爱用他们支付购买。那么，通过网络进行的货币支付或资金流转给我们的生活带来了哪些好处呢?请你以移动支付的好处为主题写一篇英语短文。 【优秀范文】 The Advantages of Online Payment Online payment has been advocated around the world, which is the future way to pay bills. In China, Alipay is popular everywhere, even the small business can be finished by this advanced way. People play the joke that they don’t need to worry about the lack of cash. The advantages of online payment are obvious. Firstly, it saves people’s time to pay bills. The use of online payment is carried out with a smart phone. Especially when we go to the supermarket, there are always a lot of people waiting in the long line. The process of costing
2018中考英语写作热点话题
2018中考英语写作热点话题（含经典范文）在中考英语中，作文占据了不小的分值，一篇高分作文能给我们冲刺名校增加不少把握。不过，语句不通、不会表达、词不达意、无话可说、句型篇章错乱等往往成为我们走向名校的绊脚石。如何克服这些困难，写出一篇高分作文呢？下面整理了一些热点话题及经典范文，希望可以帮到你。 开启背诵模式...... 人物篇 1. 对你最重要的人 根据中文和英文提示，完成一篇不少于50词的文段写作。文中已给出内容不计入总词数，所给提示词语仅供选用。请不要写出你的校名和姓名。 生活中有一些人对你很重要。这个人可能是你的父母、老师或朋友。假如你是李华，请你用英语写一篇短文，谈谈对你很重要的人是谁，为什么他(她)对你很重要，以及你想为他(她)做些什么。 提示词语：help, encourage, respect, cook 提示问题： ? Who is very important to you? ? Why is he/she so important? ? What are you going to do for him/her? 经典范文： My mother is very important to me and I love her She is very busy and often goes to bed very late, but she insists on getting up early every morning to make breakfast for me. What's more,
she often helps me andencourages me to solve problems by myself when I'm in trouble. With her help, I made great progress in my study. She respects my privacy and never checks my mobile phone. I always want to do something for my mom. Mother's Day is coming. I'm going to make a surprise breakfast for her on that day. 2.你最想感谢的人 根据中文和英文提示，完成一篇不少于50词的文段写作。文中已给出内容不计入总词数，所给提示词语仅供选用。请不要写出你的校名和姓名。 假如你是李华，在你的成长过程中，一定有某个人陪伴你、影响你、感动你，让你健康、快乐成长，学会感恩、学会回报。你们学校的《英语园地》正在以“Learn to Be Thankful” 为题征文，请你写一篇文章。谈谈你最想感谢的人是谁，他/她是什么样的人，为什么感谢他/她。 提示词语：kind, hard?working, helpful, encourage, solve the problem 提示问题： ? Who is the person that you want to thank? ? What is he/she like? ? Why do you thank him/her? 经典范文： Learn to Be Thankful The person I want to thank most is my English teacher. He is a very kind person, who always has a big smile on his face. He