个人资料 name 姓名aliss 别名pen name 笔名date of birth 出生日期birthdate 出生日期born 生于birthplace 出生地点birthday 生日age 年龄native place 籍贯province 省city 市autonomous region 自治区prefecture专区county县nationality 民族 国籍citizenship 国籍duel citizenship 双重国籍address 地址current address 目前住址pressent address 目前住址permanent address 永久住址postal code 邮政编码home phone 住宅电话office phone 办公电话Tel.电话 sex 性别male 男female 女Mr.先生Miss 小姐Mrs.太太Ms (小姐或太太) height 身高cm. 厘米ft. 英尺in 英寸weight 体重kg 公斤lbs 磅marital status 婚姻状况 family status 家庭状况married 已婚single 未婚unmarried 未婚divorced 离异separated 分居number of children 子女人数none 无street 街lane 胡同，巷road 路district 区house number 门牌health 健康状况bloodtype 血型A A型B B型O O型 excellent （身体）极佳very good 很好good 好strong 强壮shortsighted 近视farsighted 远视colorblind 色盲 ID card 身份证No. 号码date of availability 可到职时间available 可到职 membership 会员、资格president 会长director 理事standing director 常务理事secretarygeneral 秘书长society 学会association 协会research society 研究会January (Jan.) 一月February (Feb.) 二月March (Mar.)三月April(Apr.) 四月May 五月June 六月July 七月August (Aug.)八月September (Sept.) 九月October (Oct.)十月November (Nov.) 十一月December (Dec.) 十二月 教育 应试教育：examoriented education 素质教育：Quality Education education 学历educational background 教育程度educational history 学历currculum 课程major 主修minor 副修educational highlights 课程重点部分curriculum included 课程包括specialized courses 专门课程courses taken 所学课程courses completed 所学课程special training 特别训练social practice 社会实践parttime jobs 业余工作summer jobs 暑期工作vacation jobs 假期工作refresher course 进修课程extracurricular activies 体育活动recreational activities娱乐活动academic activities 学术活动social activities 社会活动rewards 奖励scholarship 奖学金"Three Goods" student "三好"学生excellent League member 优秀团员excellent leader 优秀干部student council 学生会offjob training 脱产培训injob training 在职培训educational sustem 学制academic year 学年semester 学期（美）term 学期（英）president 校长vicepresident 副校长acdemic dean 教务员department chairman 系主任professor 教授associate professor 副教授guest professor 客座教授lecturer 讲师teching assistant 助教research fellow 研究员rearch assistant 助理研究员supervisor 论文导师principal 中学校长（美）headmaster 中小学校长（英）master 小学校长（美）dean of students 教务长dean of students 教导主任teacher 教师probation teacher 代课教师tutor 家庭教师governess 女家庭教师intelligence quotient 智商pass 及格fial 不及格marks 分数grades 分数scores 分数examination 考试grade 年级class 班级monitor 班长vicemonitor 副班长
Ⅰ.语法和词汇填空。阅读下面的句子或对话，从A、B、C和D四个选项中选出一个能填入空白处的最佳选项，并在答题纸上将该项的字母涂黑。(本大题共20小题，每小题1分，共20分) 1. He was educated at the local grammar school, after ______ he went on to Cambridge. A. when B. what C. which D. where 2. There’s no ______ to make an appointment. Just come to my office anytime after 10 in the morning. A. time B. need C. good D. chance 3. —Could I have a look at your essay to get a few ideas? —______ A. Sure. Why not? B. Yes, that’s right. C. Don’t mention it. D. That sounds great. 4. Even if you fail the first time, you should ______ trying. A. hold on B. go on C. work out D. carry out 5. A tall man walked into the bar in a woollen sweater, a jacket ____ at his waist. A. to tie B. tie C. ties D. tied 6. My father is a businessman and is often away from home. Sometimes I wish that he ______ making less money. A. will be B. has been C. were D. is 7. Technology has indeed had a direct ______ on our life today. A. change B. effort C. effect D. role 8. ______ you stop working for a while, you will be tired out. A. As B. Unless C. If D. When 9. Biological science should be developed to do good ______ harm to people. A. other than B. less than C. better than D. rather than 10.______ it was getting dark, we decided to stop at a hotel for the night. A. Since B. If C. Though D. That 11. The two boys look very much alike, but Robert is ______ one. A. the tallest B. the taller C. tall D. taller 12. The teacher, as well as three of his students, ______ taken an interest in traditional Chinese painting. A. is B. are C.has D. have 13. If I ______ harder at mathematics in school, I would have a much better chance of getting a good job. A. worked B. had worked C. were to work D. were working 14. Gone are the days ______ I was young and as strong as a horse.
??????????????????????精品自学考试资料推荐?????????????????? 全国 2018 年 7 月自学考试综合英语（一）试题 课程代码： 00794 Ⅰ、词法和词汇。从 A 、 B、 C、 D 四个选项中选出一个最佳答案，并将所选答案的字母填在答题纸相应的位置上。（本大题共20 小题，每小题 1 分，共 20 分） 1 .Tom has three _____. A. brothers-in-law B. brother-in-laws C. brother-in-law D. brothers in law 2. Measles (麻疹 ) _____ a long time to get over. A. take B. takes C. spend D. spends 3. I caught the last bus from town; but Tom came home __ than I. A. more late B. more later C. even later D. the later 4. It _____ that the young Marine was not the old man ’ s son. A. turned out B. came to C. happened to D. looked out 5. The wind died ____ and it began to rain. A. off B. out C. up D. away 6. You shouldn ’ t take _____ of that child who knows nothing about it. A. chance B. advantage C. away D. benefit 7. In America, many white people are _____ the black people. A. prejudiced to B. prejudicing against C. prejudiced against D. prejudiced at 8. The soldier reported what he had seen to the general _____. A. an time B. upon time 1
要求： 前六个题每人选3个，第7题到第14题每人任选1个。 第三章Poisson 过程 1、设{(),0}N t t ≥是强度为λ的Poisson 过程，令()()()Y t N t L N t =+-，其中L>0为常数，求{(),0}Y t t ≥的一维分布，均值函数和相关函数。 2、设{(),0}N t t ≥是强度为λ的Poisson 过程，证明对于任意的0s t ≤<， (()|())()(1),0,1,,k k n k n s s P N s k N t n C k n t t -===-= 3、设有两个相互独立，强度分别为12,λλ的Poisson 过程12{(),0},{(),0}N t t N t t ≥≥，证明在过程1{(),0}N t t ≥中两个相邻事件间，过程2{(),0}N t t ≥出现k 个事件的概率为 1 21212(),0,1,2,k p k λλλλλλ==++ 4、设{(),0}X t t ≥复合Poisson 过程，证明{(),0}X t t ≥也是平稳独立增量过程。 5、对于齐次泊松过程，计算123,t t t ，的联合分布。 6、产生一个泊松随机变量。设随机变量列12,,U U L 服从（0，1）上的的均匀分 布，且相互独立： ()a 若ln i i U X l -=,证明i X 服从参数为l 的指数分布； ()b 若N 定义为满足下式之n 值： 111n n i i i i U e U l +-==吵照 ，其中0 11i i U =o? 利用()a 证明N 服从均值为λ的泊松分布。 7、考虑一个从底层起动上升的电梯。以i N 记在第i 层进入电梯的人数。设i N 相互独立，且i N 是均值为i l 的泊松变量。在第i 层进入的各个人相互独立地以概率ij p 在第j 层离开电梯。ij j i p >?=1，令j O 为第j 层离开电梯的人数。 ()a 求()j E O ；()b j O 的分布是什么？()c ,j k O O 的联合分布是什么？
全国自考英语《综合英语一》历年真题详解 2015年全国自考《综合英语（一）》真题及详解 课程代码：00794 选择题部分 I. 语法和词汇填空。阅读下面的句子，从A、B、C和D四个选项中选出一个能填入空白处的最佳选项，并在答题纸上将该项的字母涂黑。（本大题共20小题，每小题1分，共20） 1. Down about two hundred yards _____ three logs right across the stream. A. is B. are C. have D. has 【答案】B查看答案 【解析】句意：沿着溪流对面向下二百码的地方，有三根木头。方位副词down 位于句首，句子全部倒装，谓语动词与主语three logs保持一致，用复数形式。B项符合题意，故选B项。 2. She has always enjoyed reading newspapers, magazines and books, all of _____ have been of great help to her in television reporting. A. that B. them
D. which 【答案】D查看答案 【解析】句意：她一直都很喜欢阅读报纸、杂志和书籍，这些对她在电视上的报道有很大的帮助。两个句子都有谓语动词，且用逗号隔开，故为非限定性定语从句，只能用关系代词which引导。D项符合题意，故选D项。 3. The reason _____ his being late was that the flight he took had been delayed. A. of B. in C. for D. with 【答案】C查看答案 【解析】句意：他迟到的原因是航班延误了。the reason for 为固定搭配，表示“……的原因”。C项符合题意，故选C项。 4. Keep trying, and you’ll figure it out. You know _____ they say: if at first you don’t succeed, try, try again. A. why B. what C. how
1、 已知X(t)和Y(t)是统计独立的平稳随机过程，且它们的均值分别为mx 和my ，它们的自 相关函数分别为Rx()和Ry()。（1）求Z(t)=X(t)Y(t)的自相关函数；（2）求Z(t)=X(t)+Y(t)的自相关函数。 答案： （1）[][])()()()()()()(t y t x t y t x E t z t z E R z ττττ++=+= [][] ) ()()()()()()()()(τττττy x z R R t y t y E t x t x E R t y t x =++== ：独立的性质和利用 （2）[]()()[])()()()()()()(t y t x t y t x E t z t z E R z +?+++=+=ττττ [])()()()()()()()(t y t y t x t y t y t x t x t x E ττττ+++++++= 仍然利用x(t)和y(t)互相独立的性质：)(2)()(τττy y x x z R m m R R ++= 2、 一个RC 低通滤波电路如下图所示。假定输入是均值为0、双边功率谱密度函数为n 0/2 的高斯白噪声。（1）求输出信号的自相关函数和功率谱密度函数；（2）求输出信号的一维概率密度函数。 答案： （1） 该系统的系统函数为RCs s X s Y s H +==11)()()( 则频率响应为Ω +=ΩjRC j H 11)( 而输入信号x(t)的功率谱密度函数为2 )(0n j P X =Ω 该系统是一个线性移不变系统，所以输出y(t)的功率谱密度函数为： ()2 20212/)()()(Ω+=ΩΩ=ΩRC n j H j P j P X Y 对)(Ωj P Y 求傅里叶反变换，就得到输出的自相关函数： ()??∞ ∞-Ω∞ ∞-ΩΩΩ+=ΩΩ=d e RC n d e j P R j j Y Y ττππτ22012/21)(21)( R C 电压：y(t) 电压：x(t) 电流：i(t)
有限自动机finite automaton 工厂信息协议FIP (factory information protocol) 一阶谓词逻辑first order predicate logic 固定顺序机械手fixed sequence manipulator 定值控制fixed set point control 流量传感器flow sensor/transducer 流量变送器flow transmitter 涨落fluctuation 柔性制造系统FMS (flexible manufacturing system) 强迫振荡forced oscillation 形式语言理论formal language theory 形式神经元formal neuron 正向通路forward path 正向推理forward reasoning 分形体，分维体fractal 变频器frequency converter 频域模型降阶法frequency domain model reduction method 频域响应frequency response 全阶观测器full order observer 功能分解functional decomposition 功能相似functional simularity 模糊逻辑fuzzy logic 对策树game tree 闸阀gate valve 一般均衡理论general equilibrium theory 广义最小二乘估计generalized least squares estimation 生成函数generation function 地磁力矩geomagnetic torque 几何相似geometric similarity 框架轮gimbaled wheel 全局渐进稳定性global asymptotic stability 全局最优global optimum 球形阀globe valve 目标协调法goal coordination method 文法推断grammatical inference 图搜索graphic search 重力梯度力矩gravity gradient torque 成组技术group technology 制导系统guidance system 陀螺漂移率gyro drift rate 陀螺体gyrostat
全国2019年10月高等教育自学考试 综合英语（一）试题 课程代码：00794 Ⅰ.用适当语法形式或词汇填空。从A、B、C和D四个选项中选出一个最佳答案，并在答题纸上将所选答案的字母涂黑。（本大题共30小题，每小题1分，共30分） 1.This dress cost me（）the one I am wearing. A. twice as much as B. as twice much as C. as much twice as D. much as twice as 2.John suggested that we（）have the evening party this Sunday. A. didn’t B. not C. wouldn’t D. not to 3.Our team（）three matches so far this year, and we still have some more games to play. A. was winning B. has won C. wins D. had won 4.John’s never been to London.（）. A. And hasn’t Tom B. Nor Tom hasn’t C. Neither has Tom D. Tom hasn’t neither 5.I’m interested in（）you told me that day. A. all that B. which C. all what D. that 6.My sister has always regretted（）the opportunity to go to college. A. not to take B. not take C. having not taken D. not having taken 7.I（）to attend a social gathering, but something came up. A. have wanted B. had wanted C. want D. have been wanting 8.Cynthia said that she was not feeling well,（） A. didn’t she B. did she C. wasn’t she D. was she 9.（）is reported in today’s newspaper, a medical team will be sent to the western area of the country. A. It B. Which C. That D. As 10.（）cold and windy, most children in the community stayed indoors. A. Being B. It being C. It was D. To be 11.Looking out of the window, （）outside. A. it was a young man B. there was a young man C. a young man was D. I saw a young man 1
一、1.1设二维随机变量(,)的联合概率密度函数为： 试求:在时,求。 解： 当时，＝ ＝ 1.2 设离散型随机变量X服从几何分布： 试求的特征函数，并以此求其期望与方差。解：
所以： 2.1 袋中红球，每隔单位时间从袋中有一个白球，两个任取一球后放回，对每 对应随机变量一个确定的t ?????=时取得白球如果对时取得红球 如果对t e t t t X t 3)( .维分布函数族试求这个随机过程的一 2.2 设随机过程 ，其中 是常数，与是 相互独立的随机变量，服从区间上的均匀分布，服从瑞利分布，其概 率密度为 试证明为宽平稳过程。 解：（1） 与无关
（2） ， 所以 （3） 只与时间间隔有关，所以 为宽平稳过程。 2.3是随机变量，且，其中设随机过程U t U t X 2cos )(=求：，.5)(5)(==U D U E .321）方差函数）协方差函数；（）均值函数；（（ 2.4是其中，设有两个随机过程U Ut t Y Ut t X ,)()(32==.5)(=U D 随机变量，且 数。试求它们的互协方差函 2.5， 试求随机过程是两个随机变量设B At t X B A 3)(,,+=的均值),(+∞-∞=∈T t 相互独若函数和自相关函数B A ,.),()(),2,0(~),4,1(~,21t t R t m U B N A X X 及则且立 为多少？
3.1一队学生顺次等候体检。设每人体检所需的时间服从均值为2分 钟的指数分布并且与其他人所需时间相互独立，则1小时内平均有多少学生接受过体检？在这1小时内最多有40名学生接受过体检的概率是多少（设学生非常多，医生不会空闲） 解：令()N t 表示(0,)t 时间内的体检人数，则()N t 为参数为30的 poisson 过程。以小时为单位。 则((1))30E N =。 40 300 (30)((1)40)!k k P N e k -=≤=∑。 3.2在某公共汽车起点站有两路公共汽车。乘客乘坐1,2路公共汽车的强度分别为1λ，2λ，当1路公共汽车有1N 人乘坐后出发；2路公共汽车在有2N 人乘坐后出发。设在0时刻两路公共汽车同时开始等候乘客到来，求（1）1路公共汽车比2路公共汽车早出发的概率表达式；（2）当1N =2N ，1λ=2λ时，计算上述概率。 解： 法一：（1）乘坐1、2路汽车所到来的人数分别为参数为1λ、2λ的poisson 过程，令它们为1()N t 、2()N t 。1 N T 表示1()N t =1N 的发生时 刻，2 N T 表示2()N t =2N 的发生时刻。 1 11 1111111()exp()(1)! N N N T f t t t N λλ-= -- 2 22 1222222()exp()(1)! N N N T f t t t N λλ-= -- 1 2 121 2 1 2 2 1 112,12|1221 1122212(,)(|)()exp() exp() (1)! (1)! N N N N N N N N N T T T T T f t t f t t f t t t t t N N λλλλ--== ----
Information 信息 Message 消息 Energy signal 能量信号 Power signal 功率信号 Normalized 归一化 Periodic signal 周期信号 Non periodical signal 非周期信号Deterministic signal 确定信号 Frequency domain 频域 Frequency spectrum 频谱 Fourier series 傅里叶级数 Complex amplitude 复振幅 Frequency spectrum density频谱密度 Energy spectrum density功率谱密度 Power spectrum density功率谱密度 Complex conjugate 复数共轭 Fourier transform 傅里叶变换 Unit gate function 门函数 Unit impulse function 单位冲积函数 Sample function 抽样函数 Discrete spectrum 离散谱 Time domain 时域 Autocorrelation 自相关 Cross-correlation 互相关 Random process 随机过程 Distribution function 分布函数 Probability density 概率密度 Average 均值 Mathematic expectation 数学期望 Variance 方差 Correlation function 相关函数 Covariance function 协方差函数 Stationary random process 平稳随机过程Ergodicity 遍历性 Gauss process 高斯随机过程Convolution 卷积 Band -limited White noise FM frequency modulation PM phase modulation Pre emphasis 预加重 De emphasis 去加重 AMI Alternative Mark Inversion 传号交替翻转码
Lesson Twelve: Selling the Post （II）打印本页 I. Outline of the Text Part 1: （Para. 1） The 1930’s were a hard period for the Bakers and Russell’s father had died. Part 2: （Paras. 2-17） Russell proved to be a poor salesman. He was too shay and timid for the job. Part 3: （Paras. 18-26） Doris proved to be a better salesperson. Part 4: （Paras. 27-33） Mrs. Baker concluded that her son lacked the competitive zeal a salesman needed. And from a composition he wrote Mrs. Baker discovered his talent for writing. Russell decided to become a writer. Ⅱ. Text Part 1: （Para. 1） 1 We lived in Belleville, New Jersey, a commuter town at the northern fringe of Newark. It was 1932,the bleakest year of the Depression. 译文：那是1932年，大萧条时期最不景气的年头。 commuter 通勤者 fringe=edge bleakest=darkest=severest My father had died two years before, leaving us with a few pieces of Sears, Roebuck furniture and not much else, and my mother had taken my sister, Doris, and me to live with one of her younger brothers. 译文：两年前，我父亲去世，除了几件西尔斯和罗巴克家具之外，没给我们留下什么别的东西，我母亲带着我和妹妹多丽丝去投奔她的一个弟弟。 leave sb sth 留给某人某物。 This was my Uncle Allen. Uncle Allen had made something of himself by 1932. As salesman for a soft-drink bottler, he had an income of $30 a week; wore pearl-gray spats, detachable collars, and a three-piece suit; was happily married; and took in threadbare relatives. 译文：他推销一种软饮料装瓶机，每周收入30美元，鞋外套着珠灰色的鞋罩，脖子上有可拆卸的领子，身穿三件套的西服；他婚姻美满；接纳身穿破衣烂衫的亲戚住在他家。 take in：accept threadbare：poor Part 2: （Paras. 2-17） 2 With my load of magazines I headed toward Belleville Avenue. That’s where the
上海交通大学致远学院2014年秋季学期 《随机过程》课程教学说明 一.课程基本信息 1．开课学院（系）：致远学院 2．课程名称：《随机过程》(Stochastic Processes) 3．学时/学分：64学时/4学分 4．先修课程：概率论 5．上课时间：周二、四，3-4节课 6．上课地点：中院207 7．任课教师：韩东（donghan@https://www.doczj.com/doc/7e338061.html,） 8．办公室及电话：数学楼1206，54743148-1206 9．助教：张登（zhangdeng@https://www.doczj.com/doc/7e338061.html,） 10.Office hour：周四下午3-5点，数学楼1206 二.课程主要内容（中英文） 随机过程是定量研究随机现象（事件）统计规律的一门数学分支学科。学习《随机过程》的主要目的是：了解、认识随机现象的统计性质；知道如何构造随机模型并且能计算和分析随机事件随时间发生变化的的概率及其相关性质。《随机过程》主要包括：Poisson过程、Markov过程、鞅过程、Bronian 运动、随机分析基础(Ito积分与随机微分方程)、平稳过程等。 Stochastic Processes are ways of quantifying the dynamic relations of sequences of random events. It is a branch of mathematics. The main content of this course includes: General theory of stochastic processes; Poisson process and renewal theorems; Martingales; Discrete-time Markov Chains; Continuous-time Markov Chains; Brownian motion; Introduction to stochastic analysis; Stationary processes and ARMA models. 第一章概率论精要 主要内容：概率公理化，全概率公式和Bayes 公式，随机变量及其数字特征、条件期望、极限定理。重点与难点：条件期望和极限定理。 第二章随机过程的基本概念 主要内容：随机过程的定义、随机过程的存在性、随机过程的数字特征。 重点与难点：随机过程的存在性。 第三章Poisson 过程 主要内容：Poisson过程的定义及性质，首达时间与其间隔的分布，Poisson过程的极限定理。 重点与难点：首达时间间隔与Poisson过程的关系。 第四章Markov过程
随机过程补充例题 例题1 设袋中有a 个白球b 个黑球。甲、乙两个赌徒分别有n 元、m 元，他们不知道那一种球多。他们约定：每一次从袋中摸1个球，如果摸到白球甲给乙1元，如果摸到黑球乙给甲1元，直到两个人有一人输光为止。求甲输光的概率。 解 此问题是著名的具有两个吸收壁的随机游动问题，也叫赌徒输光问题。 由题知，甲赢1元的概率为b p a b =+，输1元的概率为 a q a b =+，设n f 为甲输光的概率，t X 表示赌t 次后甲的赌金， inf{:0 }t t t X or X m n τ===+，即τ 表示最终摸球次数。如果 inf{:0 }t t t X or X m n τ===+=Φ（Φ为空集），则令τ=∞。 设A =“第一局甲赢”，则()b p A a b = +，()a p A a b = +，且第一局甲赢的条件下(因甲有1n +元)，甲最终输光的概率为1n f +，第一局甲输的条件下(因甲有1n -元)，甲最终输光的概率为1n f -，由全概率公式，得到其次一元二次常系数差分方程与边界条件 11n n n f pf qf +-=+ 01f =，0m n f += 解具有边界条件的差分方程 由特征方程 2()p q p q λλ+=+
（1）当q p ≠时，上述方程有解121,q p λλ==，所以差分方程的 通解为 212()n q f c c p =+ 代入边界条件得 1()11()n n n m q p f q p +-=- - （2）当q p =时，上述方程有解121λλ==，所以差分方程的通解为 12n f c c n =+ 代入边界条件得 1n n f n m =- + 综合（1）（2）可得 1()11() 1n n m n q p p q q f p n p q n m +? -?- ≠?? -=?? ?-=? +? 若乙有无穷多的赌金，则甲最终输光概率为 () lim 1n jia n m q p q p p f p q →∞ ?>?==??≤? 由上式可知，如果赌徒只有有限的赌金，而其对手有无限的赌金，当其每局赢的概率p 不大于每局输的概率q ，即p q ≤时，
自考课程综合测验 综合英语（一）试卷 （课程代码 00794 ） 一．语法和词汇填空。阅读下面的句子或对话，从A 、B 、C 和D 四个选项中选出一个能填入空白处的最佳选项。本大题共10小题，每小题2分，共20分） 1. There has been ____growth in industry this year than there should have been. A. much B. most C. little D. less 2. When you expect too much of others, you are ____ to become disappointed. A. timely B. probable C. likely D. possible 3. It is necessary ____ technical training for all the new employees. A. to provide B. to be provided C. providing D. being provided 4. The mass media keep us well ____ of what is happening in the world which would otherwise remain unknown. A. concerned B. exposed C. acquainted D. informed 5. She____ blame other people for her troubles than admit her own mistakes. A. would rather B. had better C. prefers to D. has to 6. Problems may come up when people have no ____of the law. A. message B. knowledge C. information D. intelligence 7. You have little chance of getting the job____ you have professional training. A. unless B. as if C. in case D. so that 8. The Eight O’clock News will have a(n)____ report of the important meeting in Paris. A. live B. alive C. living D. lively 9. Mary ran ____ one of her college teachers in the supermarket yesterday. A. out B. across C. over D. by 10. To everyone’s disappointment, his plan failed ____ all his efforts. A. in spite of B. as a result of C. for the sake of D. in the interest of 二、用国际音标标出下列单词中划线字母或字母组合的读音。（本大题共5小题，每小题3分，共15分）（注意：使用新式或老式音标均可） 11. project 12. oxygen 13. avenue 14. various 15. dishonest 三、根据所学课文内容完成句子。（本大题共5小题，每小题3分，共15分） 16. In “The Great Idea of Mr. Budd”, William Strickland was arrested by the police because ____. 17. The young man in “The Outside Chance” bought ‘tomorrow’s paper”, which reported the results of ____ and the news about a factory disaster in his hometown. 18. Hans Christian Andersen finally realized that “it doesn’t matter if you are born in a duck -yard, as long as ____.” 19. In “Freedom in Dying”, Jim’s mother has been truly great. She has shown how much she loves Jim without depriving him of his ____. 20. In “The Emotional Bank Account”, the author notes that, in relationships, the little things are the big things, and that they go a long way toward building ____. 四、汉译英。（本大题共4小题，每小题5分，共20分） 21.他问我这本书是否已被译成英语。 22.他跟我讲话的方式我接受不了。 23.这个故事告诉我们一个道理：幸福不是终点，而是过程。 24.那位妇女在得知丈夫的死讯后放声大哭。 年级 班级 准考证号 姓名