百校大联考全国名校联盟2018届高三联考(五)文数试卷(扫描版,无答案)
【全国百强校】衡水金卷2018届全国高三大联考文科数学试题
绝密★启用前【全国百强校】衡水金卷2018届全国高三大联考文科数学试题试卷副标题考试范围：xxx；考试时间：69分钟；命题人：xxx学校:___________姓名：___________班级：___________考号：___________注意事项．1．答题前填写好自己的姓名、班级、考号等信息2．请将答案正确填写在答题卡上第I卷（选择题）一、选择题（题型注释）1、已知集合，，则集合中元素的个数为（）A．1 B．2 C．3 D．42、已知命题：，，则命题为（）A．， B．，C．， D．，3、已知复数（为虚数单位），则复数在复平面内对应的点位于（）A．第一象限 B．第二象限 C．第三象限 D．第四象限4、已知双曲线：的一个焦点为，则双曲线的渐近线方程为（）A． B．C． D．5、2017年8月1日是中国人民解放军建军90周年，中国人民银行发行了以此为主题的金银纪念币.如图所示的是一枚8克圆形金质纪念币，直径22毫米，面额100元.为了测算图中军旗部分的面积，现向硬币内随机投掷100粒芝麻，已知恰有30粒芝麻落在军旗内，据此可估计军旗的面积大约是（）A． B． C． D．6、下列函数中，与函数的定义域、单调性与奇偶性均一致的函数是（）A． B．C． D．7、如图是一个空间几何体的正视图和俯视图，则它的侧视图为（）A． B． C． D．8、设，，，则的大小关系为（）A． B． C． D．9、执行如图所示的程序框图，则输出的值为（）A． B． C． D．10、将函数的图象向左平移个单位，再把所有点的横坐标伸长到原来的2倍，得到函数的图象，则下列关于函数的说法错误的是（）A．最小正周期为 B．图象关于直线对称C．图象关于点对称 D．初相为11、抛物线有如下光学性质：由焦点射出的光线经抛物线反射后平行于抛物线的对称轴；反之，平行于抛物线对称轴的入射光线经抛物线发射后必经过抛物线的焦点.已知抛物线的焦点为，一平行于轴的光线从点射出，经过抛物线上的点反射后，再经抛物线上的另一点射出，则直线的斜率为（）A． B． C． D．12、已知的内角的对边分别是，且，若，则的取值范围为（）A． B． C． D．第II卷（非选择题）二、填空题（题型注释）13、已知向量，，若，则__________．14、已知函数，若曲线在点处的切线经过圆：的圆心，则实数的值为__________．15、已知实数满足约束条件则的取值范围为__________（用区间表示）．16、在《九章算术》中，将底面为长方形且有一条侧棱与底面垂直的四棱锥称之为阳马.若四棱锥为阳马，侧棱底面，且，则该阳马的外接球与内切球表面积之和为__________．三、解答题（题型注释）17、在递增的等比数列中，，，其中.（1）求数列的通项公式；（2）记，求数列的前项和.18、如图，在三棱柱中，平面，，，点为的中点.（1）证明：平面；（2）求三棱锥的体积.19、随着资本市场的强势进入，互联网共享单车“忽如一夜春风来”，遍布了一二线城市的大街小巷.为了解共享单车在市的使用情况，某调查机构借助网络进行了问卷调查，并从参与调查的网友中抽取了200人进行抽样分析，得到下表（单位：人）：（1）根据以上数据，能否在犯错误的概率不超过0.15的前提下认为市使用共享单车情况与年龄有关？（2）现从所抽取的30岁以上的网友中利用分层抽样的方法再抽取5人.（i）分别求这5人中经常使用、偶尔或不用共享单车的人数；（ii）从这5人中，再随机选出2人赠送一件礼品，求选出的2人中至少有1人经常使用共享单车的概率.参考公式：，其中.参考数据：20、已知椭圆：过点，离心率为，直线：与椭圆交于两点.（1）求椭圆的标准方程；（2）是否存在实数，使得（其中为坐标原点）成立？若存在，求出实数的值；若不存在，请说明理由.21、已知函数，.（1）求函数的单调区间；（2）若关于的方程有实数根，求实数的取值范围.22、选修4-4：坐标系与参数方程已知曲线的参数方程为（为参数），以坐标原点为极点，轴的正半轴为极轴建立极坐标系，直线的极坐标方程为.（1）求曲线的普通方程及直线的直角坐标方程；（2）求曲线上的点到直线的距离的最大值.23、选修4-5：不等式选讲已知函数.（1）解不等式；（2）记函数的值域为，若，试证明：.参考答案1、C2、D3、D4、A5、B6、D7、A8、A9、B10、C11、B12、B13、114、15、16、17、（1）；（2）.18、（1）见解析；（2）.19、（1）见解析；（2）（i）经常使用共享单车的有3人，偶尔或不用共享单车的有2人，（ii）.20、（1）；（2）.21、（1）函数的单调递增区间为，单调递减区间为；（2）当时，方程有实数根.22、（1）曲线的普通方程为，直线的普通方程为；（2）.23、（1）；（2）见解析.【解析】1、由题得，集合，所以.集合中元素的个数为3.故选C.2、含有一个量词的命题的否定写法是“变量词，否结论”，故为，.故选D.3、由题得，.所以复数在复平面内对应的点的坐标为(2,-1)，位于第四象限.故选D.4、由题意得，，则，即.所以双曲线的渐近线方程为，即.故选A.5、根据题意可估计军旗的面积大约是.故选B.6、函数为奇函数，且在R上单调递减，对于A，是奇函数，但不在R上单调递减；对于B，是奇函数，但在R上单调递增；对于C，对于D，画出函数图象可知函数是奇函数，且在R上单调递减，故选D.7、由正视图和俯视图可知，该几何体是一个圆柱挖去一个圆锥构成的，结合正视图的宽及俯视图的直径可知其侧视图为A.故选A.点睛：思考三视图还原空间几何体首先应深刻理解三视图之间的关系，遵循“长对正，高平齐，宽相等”的基本原则，其内涵为正视图的高是几何体的高，长是几何体的长；俯视图的长是几何体的长，宽是几何体的宽；侧视图的高是几何体的高，宽是几何体的宽.由三视图画出直观图的步骤和思考方法：1、首先看俯视图，根据俯视图画出几何体地面的直观图；2、观察正视图和侧视图找到几何体前、后、左、右的高度；3、画出整体，然后再根据三视图进行调整.8、由题意得，.得，而.所以，即<1.又.故.选A.9、由框图可知，.故选B.10、易求得，其最小正周期为，初相位，即A，D正确，而.故函数的图象关于直线对称，即B项正确，故C错误.选C.11、令，代入可得，即.由抛物线的光学性质可知，直线经过焦点，所以.故选B.点睛：抛物线的光学性质：从抛物线的焦点发出的光线或声波在经过抛物线周上反射后,反射光线平行于抛物线的对称轴.12、由正余弦定理，得.即. 所以,因为，所以.又，所以.因为，且，所以.所以，即，又.所以.故选B.点睛：在解三角形问题里，通常遇见三边的平方式，例如，要想到利用余弦定理转化，当遇见边和正余弦的式子时，通常是利用边化角进而化简，总之正余弦定理可以将边和角进行灵活转化，两个都可以尝试一下.13、由,得.即.解得.14、对求导，得，所以.故所求切线的方程为，即.由该直线经过圆：的圆心，得.解得.15、作出约束条件表示的平面区域(如图阴影部分表示)设，作出直线，当直线过点时，取得最小值；当直线过点时，取得最大值.即,所以.点睛：线性规划的实质是把代数问题几何化，即数形结合的思想.需要注意的是：一、准确无误地作出可行域；二、画标准函数所对应的直线时，要注意与约束条件中的直线的斜率进行比较，避免出错；三、一般情况下，目标函数的最大或最小会在可行域的端点或边界上取得.16、设该阳马的外接球与内切球的半径分别与，则.即.由.得.所以该阳马的外接球与内切球表面积之和为.17、试题分析：（1）由及得，，进而的，可得通项公式；（2）利用分组求和即可，一个等差数列和一个等比数列.试题解析：（1）设数列的公比为，则，又，∴，或，（舍）.∴，即.故（）.（2）由（1）得，.∴.18、试题分析：（I）连接交于点，连接，通过证明，利用直线与平面平行的判定定理证明AC1∥平面CDB1．（II）要求三棱锥的体积，转化为即可求解．试题解析：（1）连接交于点，连接.在三棱柱中，四边形是平行四边形.∴点是的中点.∵点为的中点，∴.又平面，平面，∴平面.（2）∵，，∴.在三棱柱中，由平面，得平面平面.又平面平面.∴平面.∴点到平面的距离为，且.∴.19、试题分析：（1）根据所给数据，求出，与临界值比较，即可得出能在犯错误的概率不超过0.15的前提下认为市使用共享单车情况与年龄有关；（2）（i）利用分层比例即可求解；（ii）确定基本事件的个数，即可求出概率．试题解析：（1）由列联表可知，.因为，所以能在犯错误的概率不超过0.15的前提下认为市使用共享单车情况与年龄有关. （2）（i）依题意可知，所抽取的5名30岁以上的网友中，经常使用共享单车的有（人），偶尔或不用共享单车的有（人）.（ii）设这5人中，经常使用共享单车的3人分别为；偶尔或不用共享单车的2人分别为.则从5人中选出2人的所有可能结果为，，，，，，，，，，共10种.其中没有1人经常使用共享单车的可能结果为，共1种.故选出的2人中至少有1人经常使用共享单车的概率.点睛：典概型中基本事件数的探求方法(1)列举法.(2)树状图法：适合于较为复杂的问题中的基本事件的探求.对于基本事件有“有序”与“无序”区别的题目，常采用树状图法.(3)列表法：适用于多元素基本事件的求解问题，通过列表把复杂的题目简单化、抽象的题目具体化.(4)排列组合法：适用于限制条件较多且元素数目较多的题目.20、试题分析：（1）根据题意得，从而可得方程；（2）直线和椭圆联立得，设，，由，得，即，由韦达定理代入即得. 试题解析：（1）依题意，得解得，，，故椭圆的标准方程为.（2）假设存在符合条件的实数.依题意，联立方程消去并整理，得.则，即或.设，，则，.由，得.∴.∴.即.∴.即.即，即.故存在实数，使得成立.21、试题分析：（1）函数求导，从而得单调区间；（2）方程有实数根，即函数存在零点，分类讨论函数的单调性，从而得有零点时参数的范围.试题解析：（1）依题意，得，.令，即.解得；令，即.解得.故函数的单调递增区间为，单调递减区间为.（2）由题得，.依题意，方程有实数根，即函数存在零点.又.令，得.当时，.即函数在区间上单调递减，而，.所以函数存在零点；当时，，随的变化情况如下表：所以为函数的极小值，也是最小值.当，即时，函数没有零点；当，即时，注意到，，所以函数存在零点.综上所述，当时，方程有实数根.点睛：已知函数有零点求参数常用的方法和思路：（1）直接法：直接根据题设条件构建关于参数的不等式，再通过解不等式确定参数范围；（2）分离参数法：先将参数分离，转化成函数的值域问题解决；（3）数形结合法：先对解析式变形，在同一个平面直角坐标系中，画出函数的图像，然后数形结合求解.22、试题分析：（1）利用消去参数得曲线的普通方程为，利用得直线的普通方程为（2）利用圆的参数方程得，进而由三角求最值即可. 试题解析：（1）由曲线的参数方程（为参数），得曲线的普通方程为.由，得，即.∴直线的普通方程为.（2）设曲线上的一点为，则该点到直线的距离（其中）.当时，.即曲线上的点到直线的距离的最大值为.23、试题分析：（1）利用分段去绝对值解不等式；（2），得，由即可证得.试题解析：（1）依题意，得则不等式即为或或解得.故原不等式的解集为.（2）由题得，，当且仅当.即时取等号.∴.∴.∵，∴，.∴.∴.。
【英语】百校大联考全国名校联盟2018届高三联考(五)英语试题
第一部分听力（共两节，满分30分）第一节（共5小题;每小题1.5分，满分7.5分）听下面5段对话。
每段对话后有一个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。
听完每段对话后，你都有10秒钟的时间来回答有关小题和阅读下一小题。
每段对话仅读一遍。
1. Who is the woman?A. The man’s wife.B. The man’s secretary.C. A shop assistant.2. What is the man doing?A. Taking classes.B. Making a phone call.C. Cleaning the room.3. What does the man think the woman should do?A. Ask the stewardess for some medicine.B. Move to another part of the plane.C. Tolerate his smoking.4. What does the woman think of the new DVD player?A. She has no idea yet.B. It’s better than the old one.C. It’s not as good as the computer.5. What was the man doing when he saw the accident yesterday?A. Queuing for the cinema.B. Calling the policeman.C. Seeing whether he could help.第二节（共15小题；每小题1.5分，满分22.5分）听下面5段对话或独白。
每段对话或独白后有几个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。
百校大联考全国名校联盟2018届高三联考(五)英语试题 ---精校 Word版
第一部分听力（共两节，满分30分）第一节（共5小题;每小题1.5分，满分7.5分）听下面5段对话。
每段对话后有一个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。
听完每段对话后，你都有10秒钟的时间来回答有关小题和阅读下一小题。
每段对话仅读一遍。
第二部分阅读理解（共两节，满分40分）第一节(共15小题；每小题2分，满分30分）阅读下列短文,从每题所给的四个选项（A、B、C和D)中，选出最佳选项。
AThe advancement of human civilization is possible just because of enormous contribution made by scientists. They are one of the most influential people of today’s world. With practical advantages in engineering, medicine, and technology, they have helped us to grow better understanding about the world and different working phenomenon that governs us. Their names are remembered in the sands of time for their work in the welfare of mankind with different inventions that has made our modern li ves easy. Here is a list of the four great scientists we’ve ever seen who changed the world.Louis Pasteur (1822—1895)Pasteur contributed greatly towards the advancement of medical sciences developing cures for rabies, anthrax and other infectious diseases. He also invented the process of pasteurization (加热杀菌法) to make milk safer to drink. He probably saved more lives than any other person.Otto Hahn (1879—1968)Hahn was a German chemist who discovered nuclear fission (裂变) in 1939. He was a pioneering scientist in the field of radio-chemistry, and discovered radioactive elements in 1921. He was awarded the Nobel Prize for Chemistry in 1944.Nikola Tesla (1856—1943)Tesla worked on electro-magnetism and AC current. He obtained around 300 patents worldwide for his inventions from electricity to radio transmission, but many inventions developed by Tesla were not put into patent protection. He played a key role in the development of modern electricity.James Clerk Maxwell (1831—1879)Maxwell made great progress in understanding electro-magnetism. His research in electricity and kinetics laid the foundation for quantum (量子) physics. Einstein said of Maxwell, “The work of James Clerk Maxwell changed the world forever.”21. What contribution did Louis Pasteur make to society?A. The development of medicine.B. Radio-chemistry.C. Modern electricity.D. Quantum physics.22. Who was thought highly of by Einstein?A. Louis Pasteur.B. Otto Hahn.C. Nikola Tesla.D. James Clerk Maxwell.23. What we can know about Tesla?A. He was once given the Nobel Prize.B. He saved many people’s lives in his life.C. He made many inventions in his whole life.D. He laid the foundation for modern electricity.24. What can we infer about the four people?A. They are medical pioneers.B. They are Nobel Prize winners.C. They are great contributors to society.D. They are founders of modern physics.BI grew up with opportunities and always taught myself to be positive.Eleven years ago, I was faced with the most traumatizing (使受精神创伤) situation in my life. My life changed in a blink of an eye when I was in 2nd grade. My dad was going through a surgery that would decide if he had developed pelvic cancer (骨盆癌). From the moment my parents told me, I was obviously confused since I was so younga boy. 1 thought that this surgery was going to be quick and simple. Nevertheless, I was completely wrong and my life took a new dramatic turn. I had accepted that this had taken effect on the whole family because my mother cried constantly, and 1 would just sit in the doctor’s office with my homework assignments. As 1 mentioned before 1 was young and confused. 1 really was influenced when this surgery lasted more than one year.By the end of 3rd grade, I was convinced that this surgery was going to take over my father’s life. The illness progressed and he at that time lost 25 pounds in one month and that is when things affected me. My grades plunged and 1 was not doing well in elementary school. I was failing math and science. It was a repeated cycle. Every day, I was constantly at the hospital hoping that this surgery would go away. My mom drove my dad and my dad stayed at the hospital for a month and a half then came back. The next month was the same thing. My mother became my father’s babysitter. She would have to feed, clean, and administered his medications that he would have to take. This continued for the next 3 years.My father was fully convinced that he was going to have pelvic cancer. I remember on October 7, 2010 the doctor came back and said that my father was free to go. I was so joyful at the moment that nothing could bring me down. My family and I suffered this stressful journey for about eight years. We were all convinced that he was going to die because of how ill he became; however, life changed on that day.25. What does the underlined word “plunged” in Paragraph 3 mean?A. Improved obviously.B. Balanced.C. Dropped sharply.D. Stood out.26. How is the author’s life according to the third paragrap h?A. Boring.B. Relaxing.C. Exciting.D. Tiring.27. What can we know from the last paragraph?A. The author’s father gave up his treatment.B. The efforts of the author’s mother paid off.C. The author’s father died on October 7, 2010.D. The author and his mother always had fantasies.28. What is the best title for the text?A. My Mother: A Great WomanB. My Father: A Strong-willed ManC. The Journey That Shaped My LifeD. The People We Should Treasure around Us.CFor decades, a large creature called Yeti has been talked about in Western popular culture. It has appeared in films, cartoons, video games and more.The Yeti is large and hairy and walks on two feet. Some people claim they have seen a Yeti in the Himalayan Mountains in Asia.When it comes to the Yeti, people are usually nervous and scared. Let’s consider a scene from the American cartoon show, Scooby Doo: Apparently every restaurant that’s ever opened here closed down immediately—under suspicious circumstances. Of course, you have guessed these circumstances are Yeti-related.New genetic research suggests that this huge beast may, in fact, exist in the Himalayas. But it’s probably just a bear.A team of scientists said this week that they had studied the DMA of nine samples from museums and private collections. All of the samples were said to have come from the Yeti.They found that eight of the nine samples came from bears—Asian black bears, Himalayan brown bears and Tibetan brown bears, to be exact. The one remaining sample came from a dog, the researchers found.Charlotte Lindqvist studies bear genetics at the State University of New York at Buffalo. She is one of the writers of the Yeti report published recently in the scientific journal Proceedings of the Royal Society B. She said t he report’s findings “strongly suggest” that the legend of the Yeti is connected closely to bears that live in the mountainous area.Lindqvist called the study the most detailed research to date of so-called Yeti specimens.While the recent study did not confirm the existence of a Yeti, it did give scientists information about the area’s bear populations.The brown bears living high in the Tibetan Plateau and the western Himalayan Mountains appear to belong to two separate bear populations, researchers found. Despite living fairly close to each other, those two populations have been separated for thousands of years, Lindqvist said.29. What is Scooby Doo mentioned to show in the text?A. The Yeti was seen by some people.B. The Yeti has a fearsome reputation.C. The Yeti is popular in the American cartoon show.D. The Yeti is often as the advertisement by restaurants.30. How many kinds of bear are the DNA of nine samples from?A. One.B. Two.C. Three.D. Four.31. How does scientists prove whether a Yeti exists or not?A. By interviewing some witnesses.B. By referring to some documents.C. By looking for a Yeti in the mountainous area.D. By studying the DNA of 9 collected samples.DDue to the effects of climate change, new species of birds are coming to the UK.A recent study has found that European birds have been migrating further north by an average of 300 miles.It’s thought that the UK will get many more species than it’ll lose through the climate change一a 3*C change won’t affect the migrations of the “big 10”on the “Garden Watch List”, so birds such as robins and blackbirds will still be regular visitors to the gardens of the UK.Climate change has been affecting domestic birds. The Dartford warder, a species that was down to just a couple of pairs in the UK in the 1960s, has been spreading further north from its traditional home in south-east England. Other birds such asgreen woodpeckers and nuthatches have already been regular visitors to the country, with some flying as far as northern England.Scops owls have also been regular visitors, mostly to the south of England. Over the next 50 years or so, these visitors will start to settle in the UK as they continue to adapt to the conditions.An interesting development in recent years has been the migration of European serins. The birds that generally live in continental Europe have been visiting south-east England.In 2015, European bee-eaters made national news. It was reported that these birds, mainly found in Asia, Africa and southern Europe, started to live on the Isle of Wight.Other birds are, for the moment, just passing through on their migration, considering the UK a quiet stop-off. The hoopoe regularly passes England’s south coast. Although it doesn’t breed here, up to 100 of them can turn up during the spring. Other more easy-to-spot birds are black terns.32. What happens to the UK due to the climate change?A. Many birds are dying out.B. The Dartford warder can’t live in the UK.C. European serins become its new arrivals.D. Robins and blackbirds fly to warmer areas.33. What do people think of European bee-eaters living on the Isle of Wight?A. Surprised.B. Interested.C. Frightened.D. Worried.34. What do we know about the hoopoe?A. It likes following black terns.B. It regards the UK to be a brief stop.C. It breeds along England’s south coast.D. It can be easily found in the south of England.35. What does the text mainly tend to do?A. To call on people to protect the earth.B. To show the bad effects caused by climate change.C. To tell people why birds gradually adapt to the new environment.D. To tell people how the climate change affect the birds in the UK.第二节(共5小题；每小题2分，满分10分）根据短文内容,从短文后的选项中选出能填入空白处的最佳选项。
百校大联考全国名校联盟2018届高三联考(五)语文试题Word版缺答案
百校大联考全国名校联盟2018届高三联考试卷（五）语文考生注意：1．本试卷满分150分，考试时间150分钟。
2．回答选择题时，选出每小题答案后，用铅笔把答题卡上对应题目的答案标号涂黑。
如需改动，用橡皮擦干净后，再选涂其他答案标号。
回答非选择题时，将答案写在答题卡上。
写在本试卷上无效。
考试结束后，将本试卷和答题卡一并交回。
3．本卷命题范围：高考范围。
一、现代文阅读（35分）（一）论述类文本阅读（本题共3小题，9分）阅读下面的文字，完成1~3题。
中国民族艺术的审美情趣涂超中国民族艺术内涵丰富，浩如烟海，涵盖着绘画、舞蹈、各种手工艺等，这些艺术门类从不同层面反映了普通大众在生活生产中的审美情趣，以及对美的艺术追求，是先人留给后人的灿烂的民族文化，是后人艺术构思和创作取之不竭的源泉。
社会、经济的高速发展，也给我国民族艺术带来了前所未有的繁荣契机，同时，民族文化的繁荣也面临着寻找断的发展之路的挑战。
尤其是绘画艺术与人们生活息息相关，它直接影响着人们的生活情趣与生活态度。
继承民族艺术精髓，并在社会生活实践与创新中使之生生不息，永葆艺术魅力，是每位民族艺术工作者肩负的重任。
从古人认识事物的视角来看，他们普遍认为人和自然是一个有机的整体，也就是说天和人是合二为一的，自然界也有自身的发展规律，人类社会和自然界都是遵循着同样的规律向前发展，这一规律统称为“道”。
所以，在中国的文化里，“道”是中国哲学的核心。
绘画讲“画道”，文章讲“文道”，诗讲“诗道”。
古人心目中的“道”意味着凡事都有它的规律，只有按规律去做，才可能少走弯路，才能成功。
其实，“道”也正是古人“天人合一”哲学思想的有力体现。
在信息高度发达的今天，现代文化正逐步向全球性融合，中国绘画的审美情趣和自然属性。
也正受到世界各国绘画艺术的影响，这是一个很好的发展契机，必将对中国绘画的继承与弘扬起到巨大的推动作用。
由于封建伦理观念的影响，许多人的思想和精神都处于一个禁锢状态，从不抗争。
【英语】百校大联考全国名校联盟2018届高三联考(五)英语试题
第一部分听力（共两节，满分30分）第一节（共5小题;每小题1.5分，满分7.5分）听下面5段对话。
每段对话后有一个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。
听完每段对话后，你都有10秒钟的时间来回答有关小题和阅读下一小题。
每段对话仅读一遍。
1. Who is the woman?A. The man’s wife.B. The man’s secretary.C. A shop assistant.2. What is the man doing?A. Taking classes.B. Making a phone call.C. Cleaning the room.3. What does the man think the woman should do?A. Ask the stewardess for some medicine.B. Move to another part of the plane.C. Tolerate his smoking.4. What does the woman think of the new DVD player?A. She has no idea yet.B. It’s better than the old one.C. It’s not as good as the computer.5. What was the man doing when he saw the accident yesterday?A. Queuing for the cinema.B. Calling the policeman.C. Seeing whether he could help.第二节（共15小题；每小题1.5分，满分22.5分）听下面5段对话或独白。
每段对话或独白后有几个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。
【英语】百校大联考全国名校联盟2018届高三联考(五)英语试题
第一部分听力（共两节，满分30分）第一节（共5小题;每小题1.5分，满分7.5分）听下面5段对话。
每段对话后有一个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。
听完每段对话后，你都有10秒钟的时间来回答有关小题和阅读下一小题。
每段对话仅读一遍。
1. Who is the woman?A. The man’s wife.B. The man’s secretary.C. A shop assistant.2. What is the man doing?A. Taking classes.B. Making a phone call.C. Cleaning the room.3. What does the man think the woman should do?A. Ask the stewardess for some medicine.B. Move to another part of the plane.C. Tolerate his smoking.4. What does the woman think of the new DVD player?A. She has no idea yet.B. It’s better than the old one.C. It’s not as good as the computer.5. What was the man doing when he saw the accident yesterday?A. Queuing for the cinema.B. Calling the policeman.C. Seeing whether he could help.第二节（共15小题；每小题1.5分，满分22.5分）听下面5段对话或独白。
每段对话或独白后有几个小题，从题中所给的A、B、C三个选项中选出最佳选项，并标在试卷的相应位置。