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Word 文档返回原板块。 课后阅读作业 九 Module 3　Period 1 Ⅰ. 阅读理解 A (2016·北京高考) Surviving Hurricane Sandy(飓风桑迪) Natalie Doan

Ⅰ. 单词拼写1. My neighbor is a famous _________ (建筑师).2. China is well-known for her five thousand years of _________ (文明).3. The roof of this _________ (古代的)temple would cave in if not givencareful maintenance.

Ⅰ. 完形填空In history, a real cowboy was a simple farm worker onhorseback. He spent a long time a day outdoors workingwith cows. The work was dirty, tiring and not very well paid.People in the western states had to 1 cattle at low cost andsend them by railway to the eastern 2 . But someone had to 3the cattle and get them to the nearest railroad. This was the job of acowboy. Sometimes the 4 was more than a thousand kilometersaway and it could take as 5 as six months to move the cattle. The 6was long but the cattle were driven 7 as not to lose 8 . Then theycould be sold at a good price.

Manchester is the “capital” of the northwest of England. Situatedon the east bank of the River Irwell, it is a lively busy city with a largestudent population. Although it was once seen as only a dull industrialplace, in recent years Manchester has become the“in”place. It iswell-known for its clubs, its fashion and its music, not to mention itsworld-famous football team, Manchester United.

Ⅰ. 完形填空“Dr Carr! Is it you? Is it really you? ”I turned and saw a smilingyoung man calling me. It was Gibby. Twelve years ago when he 1 myclass to begin the fifth grade, he was a shy, overweight little boy whoalways kept 2 .As a new student he had a 3 time during the first few months. Ioften 4 that when the boys began to choose 5 for a game, littleGibby would usually be 6 , standing aside lonely. Many times I wentout on the playground and 7 the boys

Ⅰ. 完形填空“Dr Carr! Is it you? Is it really you? ”I turned and saw a smilingyoung man calling me. It was Gibby. Twelve years ago when he 1 myclass to begin the fifth grade, he was a shy, overweight little boy whoalways kept 2 .As a new student he had a 3 time during the first few months. Ioften 4 that when the boys began to choose 5 for a game, littleGibby would usually be 6 , standing aside lonely. Many times I wentout on the playground and 7 the boys. Whenever I chose my team, Iwould 8 Gibby’s name. My team might not have been the best,

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一、选择题（共12小题,每小题5分,共60分.在每小题给出的四个选项中,只有一项符合题目要求）1.已知集合A  x  2  x  5,B  x x  2， ACR B  ( ) A. 2,5 B. 2,5 C. 2,2 D. 2,22.若a  b  0，则下列不等式不成立的是 （ ） A.a b a1 1 B.a b1 1 C.a  b D.2 2a  b3.“ x 1”是“3 2 02x  x  ”的 （ ） A.充要条件 B. 充分不必要条件 C. 必要不充分条件 D. 既不充分也不必要条件4.等差数列an 中，a1  4a5  a9  24，则9 13 2a a   （ ） A. 1 B. 2 C. 3 D. 4

一尧 选择题院 请把正确选项填在答题栏中. 渊本题共 12 个小题袁每题 5 分袁共 60 分冤1. 野a跃0袁遭约0冶是野a遭约0冶的 渊 冤A. 充 分 不 必 要 条 件 B. 必 要 不 充 分 条 件C. 充 要 条 件 D. 既 不 充 分 也 不 必 要 条 件2. 命 题野对 任 意 的 x沂R袁x2-x+2约0袁冶的 否 定 是渊 冤A. 不 存 在 x沂R袁x2-x+2逸0 B. 不 存 在 x沂R袁x2-x+2约0C. 存 在 x沂R袁x2-x+2逸0 D. 存 在 x沂R袁x2-x+2约0

一、选择题：本大题共 12 小题，每小题 5 分，共 60 分．在每小题给出的四个选项中，只有一项是符合题目要求的．1．已知抛物线 2x = 2 ( 0) py p > 的准线经过点(1, 1) − ，则抛物线的焦点坐标为（ ）（A）(0,1) （B）(0, 2) （C）(1,0) （D）(2,0)2．某人抛一颗质地均匀的骰子，记事件 A =“出现的点数为奇数”，B =“出现的点数不大于 3”，则下列说法正确的是（ ）（A）事件 A 与 B 对立 （B） PA B PA PB (  ) = ( ) + ( )（C）事件 A 与 B 互斥 （D） PA PB ( ) = ( )3．某校在一次月考中有 600 人参加考试，数学考试的成绩服从正态分布 2 XN a  (90, ) （a > 0 ，试卷满分150 分），统计结果显示数学考试成绩在 70 分到 110 分之间的人数为总人数的 35，则此次月考中数学考试成绩不低于 110 分的学生人数为（ ）（A）480 （B） 240 （C）120 （D）60

As is known to us all, baths and bathing have long beenconsidered of medical importance to man. In Greece thereare the ruins of a water system for baths built over 3, 000years ago. The Romans had warm public baths. In some baths,as many 3, 000 persons could bathe at the same time.

一、选择题（本大题共12小题，每小题5分，共60分.在每小题给出的四个选择中，只有一个是符合题目要求的）1.已知集合A＝{-1,1,2,3,5}，集合B＝{2,3,4}，C＝{x ∈ R|1 ≤ x < 3},则( ) A ⋂ C ⋃ B＝ （ ）.A.{2} B.{2,3} C.{-1,2,3} D.{1,2,3,4}2.函数f ( x ) = 2019 + lg ( ) x || - x 的定义域是 （ ）.A.( ) -∞, 0 B.[0, +∞) C.(-∞, 0] D.( ) -∞, +∞3.已知a = log23.4,b = 2.11.2,c = log0.33.8，则a,b,c的大小关系为 （ ）.A.a < b < c B.c < a < b C.b < c < a D.c < b < a4.已知幂函数 y = f ( x )的图象过点( 8,m )和( 9,3 )，则实数m的值为

一、选择题（本题 12 道小题，每题 5 分，共 60 分，每小题只有一个正确答案）1、如图(1)、(2)、(3)、(4)为四个几何体的三视图，根据三视图可以判断这四个几何体依次分别为( )．A．三棱台、三棱柱、圆锥、圆台 B．三棱台、三棱锥、圆锥、圆台C．三棱柱、四棱锥、圆锥、圆台 D．三棱柱、三棱台、圆锥、圆台

Ⅰ. 完形填空I was said to be the worst student in my class, andmy family thought I was hopeless. I had to 1 gradesix. At that time a new teacher, Miss Sadia, came to ourschool.

Ⅰ. 完形填空Whenever we hear about “the homeless”, most of us think of theDeveloping World. But the 1 is that homelessness is everywhere. Forexample, how many of us would expect to see people living on thestreets of a 2 country like Germany?Kurt Muller and his wife Rita have spent eleven years making 3for the homeless of Berlin, Germany’s capital. They first 4 one longhot summer when most Germans were 5 on holiday. Kurt and hiswife stayed at home, made sandwiches, 6 a table in the street andgave food to the homeless.

Ⅰ. 完形填空In 2012, I had just recovered from a serious illnesswhen I received an invitation to a writer’s conference inOrlando, Florida. My family persuaded me that a(n) 1might be just what the doctor ordered, so off I 2 .

一、选择题（本题共 12 小题，每题 5 分，共计 60 分。在每小题给出的四个选项中，只有一项是符合题目要求的）1.已知集合A  x  2  x  5,B  x x  2，则ACR B  ( ) A. 2,5 B. 2,5 C. 2,2 D. 2,22.若a  b  0，则下列不等式不成立的是 （ ） A.a b a1 1 B.a b1 1 C.a  b D.2 2a  b3.“ x 1”是“3 2 02x  x   ”的 （ ） A. 充要条件 B. 充分不必要条件C. 必要不充分条件 D. 既不充分也不必要条件

Review 在全世界范围内招生, 故 A 错误; 由第四段第二句可知, 它由 Zeke Lee 创办, 学费比其他同样的学校便宜 75%, 因此 B 项错误, C 项 正确; D 选项是叙述 Khan

The first time I saw Suzy Khan, I knew I had to help her.She was really small for her age of 12. The boys in my classoften 1 about her and laughed their heads off. Shewould open a book, pretending to read, with tears dropping on the openpage.All I knew was that she was an orphan( 孤儿)from Africa. She hadjust been adopted by a family in town who 2 that the best way forher to learn American ways of life was to be with American kids. I lookeddown at this 3 girl and promised myself that somehow I would helpher.

Ⅰ. 完形填空In 2012, I had just recovered from a serious illnesswhen I received an invitation to a writer’s conference inOrlando, Florida. My family persuaded me that a(n) 1might be just what the doctor ordered, so off I 2 .Arriving in the Sunshine State was rather tiring, but I 3 to catcha taxi to my 4 and settle in. Next morning, I took another 5 to theshopping centre to buy a few souvenirs. 6 I went to a café to havelunch, but all the tables were 7 . Then I heard a friendly voice saying,