篇一：四川历年高考分数线2004年至2012年
四川历年高考分数线2004年——2012年
2004年四川普通高校招生录取控制分数线
1． 文科：本科第一批541分；本科第二批490分；本科第三批464分。
2． 理科： 本科第一批538分；本科第二批483分；本科第三批455分。
四川：2005年高考各批次录取最低分数线公布
1. 文科：本科第一批570分，第二批519分，第三批493分
2. 理科：本科第一批598分，第二批550分，第三批525分
四川2006年高考各批次录取最低分数线公布
1.文科 本科第一批550分；本科第二批502分；本科第三批478分。
2.理科 本科第一批560分；本科第二批512分；本科第三批485分。
四川-2007年-高考批次控制分数线
1.文科 本科第一批558分；本科第二批509分；本科第三批485分。
2.理科 本科第一批532分；本科第二批475分；本科第三批450分。
四川2008年高考延考区本科各批及各类单招录取分数线
1.文科：本科第一批567分；本科第二批511分；本科第三批486分。
2.理科：本科第一批578分；本科第二批513分；本科第三批491分。
四川2008年高考非延考区本科各批及各类单招录取分数线
1.文科：本科第一批598分；本科第二批548分；本科第三批522分。
2.理科：本科第一批593分；本科第二批534分；本科第三批510分。
2009四川高考分数线分别是
1.文科：本科第一批540分，本科第二批480分，本科第三批451分。
2.理科：本科第一批498分，本科第二批436分，本科第三批412分。
2010年的四川高考最低控制分数线
1.文科： 本科第一批543分；本科第二批483分；本科第三批451分。
2.理科：本科第一批512分；本科第二批441分；本科第三批413分。
2011年普通高校招生录取控制分数线：
1.文科，本科第一批533分，本科第二批473分，本科第三批441分；
2. 理科，本科第一批519分，本科第二批448分，本科第三批416分
2012年的四川高考最低控制分数线
1.文科：本科第一批516分；本科第二批454分；本科第三批427分。
2.理科：本科第一批518分；本科第二批445分；本科第三批416分。
篇二：2004年江苏高考试卷
2004年普通高等学校招生考试
英语 （江苏卷）
National Matriculation English Test（NMET 2004）
本试卷分第一卷（选择题）和第二卷（非选择题）两部分。共150分。考试时间120分钟。
第一卷(选择题共115分)
第一部分：听力(共两节，满分30分) ?
做题时，先将答案划在试卷上。录音内容结束后，你将有两分钟的时闯将试卷上的答案转涂到答题卡上。
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l0秒钟的时闻来回答有关小题和阅读下一小题。每段对话仅读一遍。
例：How much is the shirt?
A．￡19.15. B．￡9.15. C．￡9.18.
答案是B。
1．What do we learn about the man?
A．He slept well on the plane． B．He had a long trip．C．He had a meeting．
2．Why will the woman stay home in the evening?
A．To wait for a call．
B．To watch a ball game on TV．
C．To have dinner with a friend．
3．What gift will the woman probably get for Mary?
A．A school bag． B．A record．C．A theatre ticket．
4．What does the man mainly do in 11is spare time?
A．Learn a language． B．Do some sports．C．Play the piano．
5．What did the woman like doing when she was young?
A．Riding a bicycle with friends．B．Traveling the country．C．Reading alone．
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。每段对话后有几个小题，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。听每段对话前，你将有时间阅读各个小题，每小题5秒钟；听完后，各小题将给出5秒钟的作答时间。每段对话读两遍。
听下面一段材料，回答第6和第7题。
6. Where does the conversation take place?
A. In a hotel. B. At a booking office. C. At a friend's house.
7. What will the man probably do in a few days?
A. Fly to another country. B. Come to the same hotel. C. Drive here to visit friends. 听下面一段材料，回答第8至第10题。
8. What did the man worry about at the beginning of the conversation?
A. He might not find everything he wanted.
B. He might not have enough money with him.
C. He might not be able to carry the shopping.
9. How much should the man pay?
A. $5. B. $75. C. $75.05.
10. What did the woman do in the end?
A. She charged the man h little less.
B. She asked the man to pay her later.
C. She made a mistake in adding up the cost.
听下面一段材料，回答第10至第13题。
11. Where are the speakers?
A. In a classroom.B. In a theatre. C. In an Office.
12. Why does the man plan to leave early?
A. He is going on vacation.
B. He is going to a performance.
C. He is going to the post office.
13. What does the woman offer to do?
A. Clean the office.B. Pick up the man's son. C. Finish the man's work. 听下面一段材料，回答第14至第17题。
14. How does the woman feel at the beginning of the conversation?
A. Angry.B. Surprised. C. Sad.
15. What size bag does the woman want?
A. A 24-inch bag. B. A 29-inch bag.C. A 32-inch bag.
16. When will the woman leave for Mexico?
A. On Thursday.B. On Friday.C. On Saturday.
17. Where does the man work?
A. At a mail order company.
B. At an international travel service.
C. At the airport information desk.
听下面一段材料，回答第18至第20题。
18. Why did the woman not go to college?
A. She didn't pass the exam.
B. She wasn't interested in college.
C. She couldn't afford college education.
19. What job does the woman say she did?
A. She was a bus conductor. B. She was a shop assistant. C. She was a housekeeper.
20. What did the woman think of her friend's college life?
A. It was busy.B, It was wonderful. C. It was drill.
第二部分：英语知识运用(共两节，满分45分)
第一节：单项填空(共15小题；每小题1分，满分15分)
从四个选项中，选出可以填入空白处的最佳选项，并在答题卡上将该项涂黑。
例: It is generally considered unwise to give a child_________ he or she wants.
A. however B. whateverC. whichever D. whenever
21. I will never know what was on his mind at the time, nor will________.
A. anyone B. anyone elseC. no one D. no one else
22. --- I don't mind telling you what I know.
A. mustn't B. may not C. can'tD. needn?t
23.A. WhileB. Since C. Before D. Unless
24. He got to the station early,____________ missing his train.
A. in case of B. instead of C. for fear of D. in search of
25. The man insisted________ a taxi for me even though I told him I lived nearby.
A. find B. to find C. on finding D. in finding
26. More patients ___________ in hospital this year than last year.
A. treatedB. have treatedC. had been treated D. have been treated
27. Tom owns _______larger collection of _______ books than any other student in our class.
A. the; 不填 B. a; 不填 C. a; the D. 不填; the
28. -- You haven't lost the ticket, have you?
-- _________. I know it's not easy to get another one at the moment.
A. I hope notB. Yes, I haveC. I hope soD. Yes, I?m afraid so
29. It's ten years since the scientist _______on his life's work of discovering the valuable
chemical.
A. made forB. set out C. took off D. turned up
30. A man is being questioned in relation to the ________ murder last night.
A. advised B. attendedC. attempted D. admitted
31. The old man, ____________abroad for twenty years, is on the way back to his motherland.
A. to work B. working C. to have workedD. having worked
32. The____________house smells as if it hasn't been lived in for years.
A. little white woodenB. little wooden white
C. white wooden littleD. wooden white little
33. ________ is often the case, we have worked out the production plan.
A. WhichB. When C. What D. As
34. Sales of CDs have greatly increased since the early 1990s, when people_____to enjoy the advantages of this new technology.
A. begin B. began C. have begun D. had begun
35. ----How long are you staying?
----I don't know.___________.
A. That's OK B. Never mindC. It dependsD.It doesn't matter
第二节 完形填空(共20小题；每小题1．5分，满分30分)
阅读下面短文，掌握其大意，然后从36—55各题所给的四个选项(A、B、C和D)中，选出最佳选项，并在答题卡上将该项涂黑。
We may look at the world around us, but somehow we manage not to see it until whatever we've become used to suddenly disappears. see -- or look at -- on my way to work each morning.
For three years, no matter around 8:O0 am. On days, she wore heavy clothes and a pair of woolen gloves. Summertime out neat, belted cotton dresses and a hat pulled low over her sunglasses.all this only after she was seen I expected to see her each morning. You might say
“Did she have an accident? Something ?” I thought to myself about her . Now that she was gone, I felt I had her. I began to realize that part of our life probably walks her dog along the street every morning, the twin brothers you see at the library. Such people are markers in our byes. They add weight to our Think about it. , while walking to work, we mark where we are by a certain building, why should we not mark where we are when we pass a familiar, though , person?
36. A. MakeB. TakeC. Give D. Have
37. A. happenedB. wanted C. used D. tried
38. A. what B. howC. whichD. when
39. A. sunnyB. rainyC. cloudy D. snowy
40. A. took B. brought C. carried D. turned
41. A. Clearly B. Particularly C. Luckily D. Especially
42. A. believed B. expressedC. rememberedD. wondered
43. A. long B. oftenC. soonD. much
44. A. respected B. missed C. praised D. admired
45. A. better B. worse C. more D. less
46. A. disappearanceB. appearance C. misfortune D. fortune
47. A. forgotten B. lost C. known D. hurt
48. A. happy B. enjoyable C. frequent D. daily
49. A. friendsB. strangersC. tourists D. guests
50. A. regularly B. actually C. hardly D. probably
51. A. common B. pleasant C. importantD. faithful
52. A. choiceB. knowledge C. decisionD. sense
53. A. Because B. IfC. Although D. However
54. A. keeping B. changing C. passingD. mentioning
55. A. unnamed B.unforgettable C. unbelievableD. ueal
第三部分：阅读理解(共20小题；每小题2分，满分40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，并在答题卡上将该项涂黑。
A
He was the baby with no name. Found and taken from the north Atlantic 6 days after the sinking of the Titanic in 1912' his tiny body so moved the salvage (救援) workers that they called him “our baby.” In their home port of Halifax, Nova Scotia, people collected money for a headstone in front of the baby's grave (墓), carved with the words: “To the memory of an unknown child.” He has rested there ever since.
But history has a way of uncovering its secrets. On Nov. 5, this year, three members of a family from Finland arrived at Halifax and laid fresh flowers at the grave. “This is our baby,” says Magda Schleifer, 68, a banker. She grew up hearing stories about a great-aunt named Maria Panula,42, who had sailed on the Titanic for America to be reunited with her husband. According to the information Mrs. Schleifer had gathered, Panula gave up her seat on a lifeboat to search for her five children -- including a 13-month-old boy named Eino from whom she had become separated during the final minutes of the crossing. "We thought they were all lost in the sea," says
Now, using teeth and bone pieces taken from the baby's grave, scientists have compared the DNA from the Unknown Child with those collected from members of five families who lost relatives on the Titanic and never recovered the bodies. The result of the test points only to one possible person: young Eino. Now, the family sees: no need for a new grave. "He belongs to the people of Halifax," says Schleifer. "They've taken care of him for 90 years."
Adapted from People, November 25, 2002
56. The baby travelled on the Titanic with his___________.
A. mother B. parents C. aunt D. relatives
57. What is probably the boy's last name?
A. Schleiferi B. Eino.C. Magda. D. Panula.
58. Some members of the family went to Halifax and put flowers at the child's grave on Nov. 5__.
A. 1912B. 1954 C. 2002D. 2004
59. This text is mainly about" how______________.
A. the unknown baby's body was taken from the north Atlantic
B. the unknown baby was buried in Halifax, Nova Scotia
C. people found out who the unknown baby was
D. people took care of the unknown baby for 90 years
B
Deserts are found where there is little rainfall or where rain for a whole year falls in only a few weeks' time. Ten inches of rain may be enough for many plants to survive (存活)if the rain is spread throughout the year, If it falls, within one or two months and the rest of the year is dry, those plants may die and a desert may form.
Sand begins as tiny pieces of rock that get smaller and smaller as wind and weather wear them down. Sand dunes (沙丘) are formed as winds move the sand across the desert. Bit by bit, the
dunes grow over the years, always moving with the winds and changing the shape. Most of them are only a few feet tall, but they can grow to be several hundred feet high.
In the deserts of the southwestern United States, cliffs (悬崖) and deep valleys were formed from thick mud that once lay beneath a sea more than millions of years ago. Over the centuries, the water dried up. Wind, sand , rain, heat and cold all wore away at the remaining rocks. The faces of the desert mountains are always changing –-very, very slowly ---as these forces of nature continue to work on the rock.
Most deserts have a surprising variety of life. There are plants, animals and insects that :have adapted to life in the desert. During the heat of the day' a visitor may see very few signs of living things, but as the air begins to cool in the evening, the desert comes to life. As the sun begins to rise again in the sky, the desert once again becomes quiet and lonely.
60. Many plants may survive in deserts when__________________.
A. the rain is spread out in a yearB. the rain falls only in a few weeks
C. there is little rain in a yearD. it is dry all the year round
61. Sand dunes are formed when___________________.
A. sand piles up gradually B. there is plenty of rain in a year
C. the sea has dried up over the years D. pieces of rock get smaller
62. The underlined sentence in the third paragraph probably means that in a desert there
篇三：江苏高考历年04-15含解析数列
2004
20．设无穷等差数列{an}的前n项和为Sn.
3(Ⅰ)若首项a1?2 ，公差d?1，求满足S2?(Sk)2的正整数k； k
(Ⅱ)求所有的无穷等差数列{an}，使得对于一切正整数k都有Sk2?(Sk)2成立.
20．本小题主要考查数列的基本知识，以及运用数学知识分析和解决问题的能力.满分12分.
解：（I）当a1?3,d?1时， 2n(n?1)3n(n?1)12d?n??n?n Sn?na1?2222141222由Sk2?(Sk)2，得k?k?(k?k)， 2231即k(k?1)?0 又k?0，所以k?4. 4（II）设数列{an}的公差为d，则在Sn2?(Sn)中分别取k=1,2,得 2
?a1?a12,??S1?(S1)?，即??4?32?12 2d?(2a1?d)??S4?(S2)?4a1??222（1） （2）
由（1）得 a1?0或a1?1. 当a1?0时，代入（2）得d?0或d?6, 若a1?0,d?0，则an?0,Sn?0，从而Sk?(Sk)2成立 若a1?0,d?6，则an?6(n?1)，由S3?18,(S3)?324,Sn?216知 S9?(S3),故所得数列不符合题意. 2当a1?1时，代入（2）得4?6d?(2?d)，解得d?0或d?2 22若a1?1,d?0，则an?1,Sn?n，从而Sk2?(Sk)成立；
2
若a1?1,d?2，则an?2n?1,Sn?1?3???(2n?1)?n2，从而S?(Sn)2成立. 综上，共有3个满足条件的无穷等差数列：
①{an} : an=0，即0，0，0，…；
②{an} : an=1，即1，1，1，…；
③{an} : an=2n－1，即1，3，5，…，
2005
23.（本小题满分14分，第一小问满分2分，第二.第三小问满分各6分） 设数列?an?的前n项和为Sn，已知a1?1,a2?6,a3?11，且
(5n?8)Sn?1?(5n?2)Sn?An?B,n?1,2,3,?，其中A.B?求A与B的值；
?证明：数列?an?为等差数列； ?证明：不等式5amn?aman?1对任何正整数m,n
（23）（Ⅰ）由已知，得S1?a1?1，S2?a1?a2?7，S3?a1?a2?a3?18 由(5n?8)Sn?1?(5n?2)Sn?An?B，知
??3S2?7S1?A?B?A?B??28，即 ??2A?B?482S?12S?2A?B?2?3
解得A??20,B??8.
(Ⅱ) 由（Ⅰ）得(5n?8)Sn?1?(5n?2)Sn??20n?8 ① 所以 (5n?3)Sn?2?(5n?7)Sn?1??20n?28 ② ②-①得 (5n?3)Sn?2?(10n?1)Sn?1?(5n?2)Sn??20 ③ 所以 (5n?2)Sn?3?(10n?9)Sn?2?(5n?7)Sn?1??20④
④-③得 (5n?2)Sn?3?(15n?6)Sn?2?(15n?6)Sn?1?(5n?2)Sn?因为 an?1?Sn?1?Sn
所以 (5n?2)an?3?(10n?4)an?2?(5n?7)an?1?0
因为 (5n?2)?0
所以 an?3?2an?2?an?1?0
所以 an?3?an?2?an?2?an?1 ，n?1
又 a3?a2?a2?a1?5
所以数列{an}（Ⅲ）由(Ⅱ) 可知，an?1?5(n?1)?5n?4，
要证5amn?aman?1
只要证 5amn?1?aman?2aman，
因为amn?5mn?4，
aman?(5m?4)(5n?4)?25mn?20(m?n)?16，
故只要证 5(5mn?4)?1?25mn?20(m?n)?16?2aman， 即只要证 20m?20n?37?2aman，
因为 2aman?am?an?5m?5n?8?5m?5n?8?(15m?15n?29)?20m?20n?37
2006
（21）（本小题满分14分）
设数列{an}、{bn}、{cn}满足：bn?an?an?2，cn?an?2an?1?3an?2（n=1,2,3,?）， 证明{an}为等差数列的充分必要条件是{cn}为等差数列且bn?bn?1（n=1,2,3,?）
（21）证明：必要性. 设{an}是公差为d1的等差数列，则
bn?1?bn?(an?1?an?3)?(an?an?2)?(an?1?an)?(an?3?an?2)?d1?d1?0 所以bn?bn?1(n?1,2,3,?）成立.
又cn?1?cn?(an?1?an)?2(an?2?an?1)?3(an?3?an?2)
?d1?2d1?3d1?6d1（常数）（n=1，2，3，?），所以数列{cn}为等差数列.
充分性，设数列{cn}是公差d2的等差数列，且bn?b1（n=1，2，3，?）. 证法一：
①－②得cn?cn?2?(an?an?2)?2(an?1?an?3)?3(an?2?an?4)?bn?2bn?1?3bn?2,，
?cn?cn?2?(cn?cn?1)?(cn?1?cn?2)??2d2 ?bn?2bn?1?3bn?2??2d2， ③ 从而有bn?1?2bn?2?3bn?3??2d2.④ ④－③得(bn?1?bn)?2(bn?2?bn?1)?3(bn?3?bn?2)?0.⑤ ?bn?1?bn?0,bn?2?bn?1?0,bn?3?bn?2?0， ∴由⑤得bn?1?bn?0(n?1,2,3,?). 由此 不妨设bn?d3(n?1,2,3,?),则an?an?2?d3（常数）. 由此cn?an?2an?1?3an?2?4an?2an?1?3d3， 从而cn?1?4an?1?2an?2?3d3?4an?1?2an?5d3， 两式相减得an?1?cn?2(an?1?an)?2d3， 11因此an?1?an?(cn?1?cn)?d3?d2?d3(常数)(n?1,2,3,?)， 22所以数列{an}是等差数列. 证法二：令An?an?1?an,由bn?bn?1知an?an?2?an?1?an?3, 从而an?1?an?an?3?an?2,即An?An?2(n?1,2,3,?).
由cn?an?2an?1?3an?2,cn?1?an?1?2an?2?3an?3
得cn?1?cn?(an?1?an)?2(an?2?an?1)?3(an?3?an?2)，即
An?2An?1?3An?2?d2. ⑥ 由此得An?2?2An?3?3An?4?d2. ⑦ ⑥－⑦得(An?An?2)?2(An?1?An?3)?3(An?2?An?4)?0. ⑧ 因为An?An?2?0,An?1?An?3?0,An?2?An?4?0，
所以由⑧得An?An?2?0(n?1,2,3,?).
于是由⑥得， 4An?2An?1?An?2An?1?3An?2?d2 ⑨ 从而2An?4An?1?4An?
an?2?an?1?an?1?an(n?1,2,3,?),
所以数列{an}是等差数列.
2007
20．（本小题满分16分）
已知｛an｝是等差数列，｛bn｝是公比为q的等比数列，a1=b1，a2=b2≠a1，记Sn为数列｛bn｝的前n项和。
（1）若bk=am（m，k是大于2的正整数），求证：Sk-1=（m－1）a1；（4分）
（2）若b3=ai（i是某个正整数），求证：q是整数，且数列｛bn｝中每一项都是数列｛an｝中的项；（8分）
（3）是否存在这样的正数q，使等比数列｛bn｝中有三项成等差数列？若存在，写出一个q的值，并加以说明；若不存在，请说明理由；（4分）
b1a,??20．解：设{an}的公差为d，由a1?2b2a1
（1）因为bk?am，所以a1qk?1,q1?，，知d?0（a1?0） d?a1?q?1??a1??m?1?a1?q?1?，
qk?1?1??m?1??q?1??2?m??m?1?q，