The total score is still 750, Chinese 150, and literature 300.
30 points for English listening, 65,438+05 points for single choice, 30 points for perfect reading, 30 points for traditional reading, 65,438+00 points for reading in seven-choice and five-choice mode, and 65,438+00 points for correcting mistakes in short passages, which is no longer empty lines.
Writing 25 points is estimated to be 100 words.
Math multiple-choice questions 12, 4 fill-in-the-blank questions, each with 5 points.
6 big questions, 5 required questions, 1 multiple choice questions.
Each course must take the big question 12, and choose the big question 10 (choose one of geometry proof, inequality proof, coordinate system and parameter equation).
Chinese is divided into two volumes, the first volume is reading questions (three choices of modern Chinese reading, 9 points; Classical Chinese reading 19; Poetry appreciation11; 6 points for famous sentences and articles; Choose between literary text and practical text, 25 points)
The second volume is the expression question (20 points for the use of language and characters, 2 subjective questions from 3 choices).
60 points for composition
Comprehensive literature, history, geography and politics each account for 100, and there are 35 multiple-choice questions, of which geography 1 1 and history and politics 12 each account for 4 points.
Geography elective subjects account for 10, politics is not optional, and history elective subjects account for 15.
First, the textbook version.
At present, all the textbooks used by full-time ordinary high schools in Heilongjiang Province are new curriculum standard textbooks.
Except Teaching and Research of English as a Foreign Language Publishing House and Yuelu Publishing House, all other subjects are textbooks published by People's Education Publishing House.
Second, the examination reform.
The national unified entrance examination of 20 10 ordinary colleges and universities in Heilongjiang province implements the national unified examination of "3+ comprehensive liberal arts/comprehensive science" and the examination evaluation mode of comprehensive evaluation of ordinary high schools.
The "3+X" model, as before, adds "comprehensive evaluation of ordinary high schools", including academic level examination and comprehensive quality evaluation of students.
The academic proficiency test includes 1 1 test subjects such as Chinese, mathematics, foreign languages, ideological and political studies, history, geography, physics, chemistry, biology, information technology and general technology, as well as tests on physical, chemical and biological experimental operations and comprehensive practical activities; The comprehensive quality evaluation is evaluated from six aspects: moral quality, civic accomplishment, learning attitude and ability, communication and cooperation ability, sports and health, aesthetics and performance.
Third, the scope of the examination
1. language part
Required scope: compulsory 1, compulsory 2, compulsory 3, compulsory 4 and compulsory 5.
Examination scope: "Literary Text Reading" and "Practical Text Reading". Candidates choose the content of one type of text.
2. Mathematics discipline
1) science mathematics
Compulsory examination scope: Elective Series II Compulsory 1, Compulsory 2, Compulsory 3, Compulsory 4, Compulsory 5 and 2- 1, 2-2, 2-3.
Selection scope: Select 4- 1 geometry proof, 4-4 coordinate system and parametric equation, 4-5 series inequalities, and select candidates for special topics.
2) liberal arts mathematics
Compulsory examination range: compulsory examination 1, compulsory examination 2, compulsory examination 3, compulsory examination 4, compulsory examination 5 and optional series 1- 1-2.
Selection scope: Select 4- 1 geometry proof, 4-4 coordinate system and parametric equation, 4-5 series inequalities, and select candidates for special topics.
3. English:
1. Compulsory 1, Compulsory 2, Compulsory 3, Compulsory 4, Compulsory 5 and Elective 6, Elective 7 and Elective 8.
2. Listening test: the eighth grade target requirements stipulated in the English Curriculum Standard for Ordinary Senior High Schools (Experiment).
4. liberal arts integration
1) Ideological and political
Examination scope: compulsory 1, compulsory 2, compulsory 3, compulsory 4, current affairs and politics (major current events at home and abroad during the year, the basic line and major principles and policies of China and China at this stage).
2) Historical part
Required scope: required 1, required 2, required 3.
Selection scope: 1 Review of Major Historical Reforms, War and Peace in the 20th Century, Commentary on Chinese and Foreign Historical Figures as an elective course, and candidates take one module as an elective course.
3) Geography
Compulsory examination scope: compulsory 1, compulsory 2, compulsory 3 and related contents of Geography Curriculum Standard for Full-time Compulsory Education (Experimental Draft).
Examination scope: Elective courses 5 "Natural Disasters and Prevention" and 6 "Environmental Protection", and candidates take one module.
5. Scientific synthesis
1) physics department
Requirements: required course 1, required course 2, optional course 3- 1, optional course 3-2.
Selection scope: Elective courses 3-3, 3-4 and 3-5. Candidates choose the content of a module.
2) Chemistry discipline
Compulsory scope: compulsory course 1, compulsory course 2, elective course 4 chemical reaction principle.
Selection scope: Elective courses 3 "Material Structure and Properties" and 5 "Fundamentals of Organic Chemistry". Candidates choose the content of one of the modules.
3) Biology Department
Required scope: required 1, required 2, required 3.
Examination scope: Elective courses 1 Biotechnology Practice and 3 Modern Biotechnology Topics, with candidates taking one module.
Attachment: 20 10 Heilongjiang college entrance examination Chinese must recite articles!
(para. **64)
(A) "Compulsory Education Curriculum Standards" recommended to recite articles
Grade 7-9 (50 articles)
1. Confucius Quotations
Mencius, I want fish.
3. Born in sorrow, died in happiness of Mencius.
4. Cao Gui debated Zuo Zhuan.
5. Zou Ji satirized Wang Qi's Warring States policy.
6. Be a model.
7. Tao Qian in the Peach Blossom Garden
8. Three Gorges Li Daoyuan
1, which means (4) Han Yu
10. Simple room Liu Ming Yuxi
1 1. Xiaoshitang remembers Liu Zongyuan.
12. Yueyang Tower: Fan Zhongyan
13. Zuiweng Pavilion: Ouyang Xiu
14. Ailian said Zhou Dunyi.
15. Su Shi visited Chengtian Temple at night.
16. Send Dongyangma (excerpt) Book of Songs
17. The Book of Songs by Guan Ju (Guan Ju Ge)
18. The Book of Songs
19. Looking at the Sea (Oriental Jieshi) Cao Cao
20. Drinking (building a house is under human conditions) Tao Qian
2 1. Say goodbye to the viceroy and go to Shu for his post.
22. Wang Wan, the next berth of Beibao Mountain (winding under the castle peak)
23. Get to the frontier (Bike wants to ask) Wang Wei
24. I heard that Wang Changling moved to Lailongbiao kiln to send this letter (Huayang left the rules) to Li Bai.
25. It's hard to go (pure wine, for a golden cup, a hip flask with 10 thousand coppers) Li Bai.
26. Wang Yue (the grandeur of Mount Tai! ) Du Fu
27. Wang Chun (the mountains and rivers last forever) Du Fu
28. The hut was broken by the autumn wind (the autumn wind roared in August) Du Fu
29. A song of white snow sent Tian Shuji Wu home (the north wind rolled the grass)
30. In the early spring, he became the Shangshu of the Ministry of Water Affairs, Zhang Shibao (the rain in the street is crisp) Han Yu.
3 1. Enjoy Lotte and present Liu Yuxi's first meeting in Yangzhou (the desolate place of Bashan and Chushui)
32. Look at cutting wheat (Tian Jiayu) Bai Juyi
33. Qiantang Lake Spring Tour (Gu Shan Temple North Jiating West) Bai Juyi
34. Yanmen Taishouhang (dark clouds crush the city) Li He
35. Red Cliff (broken halberd and heavy sand iron not sold) Du Mu
36. Bo Qinhuai (smoke cage cold water moon cage sand) Du Mu
37. A note to a friend in the north on a rainy night (your return date is undetermined) Li Shangyin
38. Untitled (I have known her for a long time, but it has been longer since we broke up) Li Shangyin.
39. Ying Huan (going to the West Wing alone) Li Yu
40. The pride of fishermen (Qiu Lai's scenery is different) contributed to the flooding.
4 1. Huanxisha (a new song and a glass of wine) Yanzhu
42. Deng Feilai Peak (Chihiro Tower on Feilai Peak) Wang Anshi
43. Jiang (the old man talks about juvenile madness) Su Shi
44. Shuidiao Song (When is the bright moon) Su Shi
45. Travel to Shanxi Village (don't laugh at everyone's wine and wine).
46. Broken array (drunk while watching the sword) Xin Qiji
47. Cross the ocean (once the hard work comes) Wen Tianxiang
48. Tianjingsha? Qiu Si (dead vine old tree faint crow) Ma Zhiyuan
49. Alpine sheep? Tongguan is nostalgic for the past (peaks and mountains are like clusters).
50. Gong Zizhen, the poem "Leaving Sorrow in the Day" by Hai.
(B) Senior high school curriculum standards recommend reading articles
1. Advise Xunzi
2. Wandering freely (there are fish in the north ... saints unknown) Zhuangzi
3. The teacher said Han Yu
4. Gong Fang Du Fu Mu
5. Red Wall Fu Su Shi
6. Self-protection of The Book of Songs
7. Li Sao (I take a long breath to hide my tears ... how can I punish my heart) Qu Yuan.
8. It is difficult for Li Bai to cross the Shu Road.
9. Climbing Du Fu
10. Pipa Bai Hang Juyi
1 1. Golden Li Shangyin
12. Yu Meiren (when it is a pure flower and autumn moon) Li Yu
13. "Niannujiao" Su Shi
14. Yong Yule (through the ages) Xin Qiji
Appendix 2: The Best Review Strategy of Mathematics in College Entrance Examination
Point 1]: plane vector ① vector addition and subtraction: Generally speaking, it is very simple, just remember the "parallelogram" ("triangle") rule.
② Product of real number and vector: Needless to say, middle school students can do it, so don't be careless.
3 coordinate representation of plane vector: this is more important, because if the big problem is too difficult, you can set the formula by vector method, but don't set it wrong.
(4) Fixed scoring points for line segments: The frequency of this test is not very high. If it's not difficult, just give up.
⑤ product of plane vector: This is the same as circle 3, with emphasis on the back.
⑥ Distance and translation between two points on the plane: the same circle 3 and circle 5.
{Review strategy}: I think others can do it, just pay attention to items 3, 5 and 6.
Generally speaking, it is enough to remember the distance between the space angle and the straight line on the different plane by vector method. You must remember it, but it is urgent! If you panic during the exam, don't use any methods, just use vectors, and don't beat around the bush. If you are confused, you should stop correcting your test paper.
Actually, you don't need to do too many questions. If you think it's ok, you don't need to do it. If you feel ok, you should be able to do the same type of questions of 10 every day for three days. You don't need to spend too much energy on it.
[Test Site 2]: * * *, simple logic ① * * *: Just remember subsets, complement sets, intersection and union.
② Simple logic: Just know what is a sufficient condition, what is a necessary condition and what is a necessary and sufficient condition.
Understand "or" or "not" a little.
Nothing else. God won't make it hard for you.
{Review Strategy}: In my words, even a fool won't worry about the problems in this place, so hurry to work elsewhere.
If you really pass the exam, you will be given points. Go ahead.
[Test 3]: plural 1ii =- 1 {review strategy}: As long as you remember this, plural is invincible! If you take this test, your tears will come out, and that's fate ~ ~ I mentioned the last one for only one reason → it's too simple! Tell primary school students to learn this thing faster than us! [Test Site 4]: Trigonometric Function ① Images and properties of sine function, cosine function and tangent function: It is also very simple.
② Periodic function: Periodic function, that is, you have to know how to find the period. If you can't, just turn over the book yourself! ③ Image of function y = asin(ωx+φ): This test is more likely. If you want to move, you will find out what a, ω and φ mean, and it will be easier to move. As long as you are careful, this is also a grading problem. If you are not sure after you finish, draw a picture to see if it moves correctly. Drawing inspection is very important.
(4) Find the angle of the known trigonometric function value: If you say this thing "arc" for a hundred times, it will never happen again! Don't just save trouble. Everything is represented by an inverted triangle. If you write "arcsin 1", it will be hilarious. Will the teacher give you no points, no points or no points? {Review Strategy}: Actually, this is a very important test center. You must accept it, or you must be crazy.
But it's not difficult. You should answer the question with a normal heart. If you suddenly find it difficult, don't do it. Don't affect the mood of answering other questions. If you do something else, you can do it again.
Try to remember those formulas, or the gods can't help you.
If you feel weak, practice is also necessary. 1 day, 10 day, practice for one week. Although many, it is necessary. After practicing, you will find that you are better than the teacher.
Mastering this test center is the key! People who don't practice will tremble.
[Test Site 5]: Inequality 1 Inequality: Caution is the key.
The basic nature of inequality: leave him alone, this test center is sick.
(3) Proof of inequality: This is more sick. There are only a few big questions in the college entrance examination. How can I have time to make room for him? If there is, it must be one of the last two to big questions, which is extremely difficult, but it should only be asked. I advise you to give up. If you really want to get points, then find a teacher to find a way. I have no choice but to give up.
④ Solution of inequality: It's the same as circle 1, so don't bother.
⑤ Inequality with absolute value: This is very important. Mark with an asterisk 100, and you are sure to pass the exam.
But it should not be difficult. If there are no numbers, only letters, then there is a problem.
But don't worry, this is not the place to lose points.
{Review strategy}: Circle 5 is very important. It is most important to remember and understand the mean inequality. Take a good look.
│ A │-│ B │≤│ A+B │≤│ A+│ B。 [Test Site 6]: permutation, combination and binomial theorem ① permutation: permutation and combination are just a pair of brothers. It is impossible to say that you can arrange combinations, but you can't, and you can't say that you can arrange combinations and know nothing.
This place is really complicated and chaotic, but there are only a few types of questions to be tested. Of course, laying a good foundation is the key. Understand the simplest things first, and then expand to all the important problems.
② Combination: same as above.
(3) Binomial Theorem: {Review Strategy}: Starting from Test Center No.6, all test centers that trick children are gone, so it's time for by going up one flight of stairs. The problem of permutation and combination is a difficult math problem in middle school, but it doesn't mean that it is unsolvable and difficult to solve. As long as I find the rules, it will be as easy as the above five test sites, otherwise I won't rank so high.
The arrangement and combination is to understand those questions, and the specific questions will be discussed later.
The binomial theorem should have only one fill-in-the-blank or choice. Remember that formula. It's in the book. This is very important. Other special types are based on this formula. If you feel uncertain, do 5 kinds of questions every day and stick to 10 days.
[Test Site 7]: Probability ① Probability: Several important probabilities 1. Probability of random events 2. Probability of equal probability events. The probability of mutually exclusive events is 4. The probability of mutually independent events happening at the same time. Independent repeat test {review strategy}: The above five probabilities are very important. If you don't know, let the teacher break it one by one, and you must break it! Probability is generally learned with permutation and combination. There are many types of problems, such as ball drawing, station arrangement, coloring, etc. The answer is 1. Bundle 2. Stack 3. Reverse solution (count the opposite events first) 4. Section five. Limit (not commonly used).
Basically all problems can be solved by these methods. Specifically, it is to follow the teacher's review rules slowly, which will definitely have an effect. If you don't understand, you must ask the teacher. If you don't like it, you won't like it. Anyway, you won't have to look at their faces soon, haha.
Please ask the teacher to explain it in detail. For each question type, it is best to take notes.
As for the problem, it is not an exaggeration to do it at the end of May every day! But I don't need that much every day. If I decide to do it for a long time, I will do it several times a day, but my idea and method of doing the problem is to do it in a short time, and it is done smoothly.
[Test Site 8]: Probability Statistics ① Distribution table of discrete random variables: The distribution table is to draw a box with two lines, one is ξ and the other is P. Depending on the given conditions, it will not be wrong, nor will it be wrong, not a problem.
② Expected value and variance of discrete random variables: We still have to find out and put a * * * formula in our head! {Review strategy}: This part doesn't need to be done specially. A big question is for you. Just remember the formula.
[Test 9]: Straight line, plane, simple geometry ① Determination and properties of parallelism between straight line and plane, determination of verticality between straight line and plane, positional relationship between two planes, determination and properties of parallel plane: Choose or fill in the blanks, and remember several conditions if you give points.
(2) Three Vertical Theorems and Their Inverse Theorems: Very, very important, and the key to making a big problem. 80% of the big problems will be encountered. If not, then use vectors to find it, that's all.
3 space vector: It is the same as the vector above.
(4) The angle formed by a straight line on different planes and the distance of the straight line on different planes are the most important, because it involves the distance between parallel planes and the solution of dihedral angle, which can be summed up as the angle formed by the distance and the straight line on different planes.
{Review strategy}: It is suggested to focus on the angle formed by the straight line on the different plane and the distance between the straight line on the different plane. Everything else we learn is the foundation for these two things, and everything else we want can be converted into calculating distance and angle. The three perpendicular theorem is also used to help the plane angle of dihedral angle, and finally we have to find those two things. So either simply do it with your own imagination, or directly vector it and move it to the dead. It is suggested to do the questions every day, which is too difficult and important! ! (PS: it's still a piece of cake to find a way.
) [test site 10]: equation of straight line and circle ① equation of straight line and circle: three relationships, tangency, tangency and separation.
② Parametric equation: Use your imagination and connect the sum of squares of sine and cosine of trigonometric function to get 1.
③ Linear programming: It once gave me a headache. Although there is only one option or one fill-in-the-blank, I still asked the teacher to introduce me to several common questions, and I understood them at once. If you have a headache, you might as well ask the teacher. This is really a matter of your own ability.
{review strategy}: the college entrance examination is either this or the quadratic curve.
If you take this test, it's really cheap, because it's too simple, but it doesn't seem to have appeared in recent years, so it appeared in 2004 (I have a bad memory, it should be 2004 or 2005).
I hope it's not too big Maybe I'll take the exam again after so many years, so I'll just have a look, but I don't think it's necessary to look at the too difficult questions. It is also possible to do simple questions after knowing.
[test site 1 1]: conic equation ① ellipse: ② hyperbola: ③ parabola: {review strategy}: There is nothing to say, and it is difficult to add ink. All steps can be written as the Yellow River, but it doesn't mean that we should give up. You'd better not give up, write as much as you can, and get a lot of points for nothing. In fact, if you observe it often, you will only get 3. Doing the same thing over and over again. If you think your brain is really dull, then use a stupid method to write down what you should ask for each step, recite it 10 times, 20 times, and set a "formula" during the exam. This is really a method. That's how I remember it, but I remembered it after doing two questions.
Therefore, it is still necessary to ask the teacher for help to do the 10 20 problem, sort it out, and take it out at regular intervals, and you will get something (scores).
[Test site 12]: Derivative ① Several common derivation formulas: ② Four algorithms of derivative: ③ Derivation of compound function: {review strategy}: In the above three content books. Find it yourself. Derivative is the simplest function and does not require IQ. As long as you put your heart into it, it's a question of giving points.
It is mainly an auxiliary tool of function, which helps to find the monotonicity and extreme value of function, and the maximum and minimum value of function.
[test site 13]: function ① monotonicity and parity of function: look at its monotonicity with derivative and its parity with function parity.
F(-x)=-f(x) odd function.
Even function of f(-x)=f(x).
② Inverse function: It is not difficult, and there are not many tests, mainly depending on the relationship between the function images of the inverse function.
③ Exponential function and logarithmic function: It's time to recite the formula, turn it over and over, and then summarize the similarities and differences of their properties, and it's OK.
(4) Application of functions: There is no choice, it depends.
{Review strategy}: Although the sensory function is quite complicated, there are only a few tests. It is impossible to test your linear function and quadratic function in the college entrance examination, and it is impossible to test your advanced mathematics. So although the test is only a few things, it is quite expanded and can be related to many things. Usually, the basic math skills are not solid, which can be seen here.
If you want to improve, you must need the help of the teacher.
But don't worry, you have a belief in the exam that you can get as many points as you can! [test site 14]: sequence ① arithmetic progression: ② geometric progression: {review strategy}: It's easy to say, just two knowledge points, only a few formulas, and you can count backwards, but it's quite difficult. Like functions, you can test the basic skills of mathematics. However, it is quite difficult to do it without a certain IQ unless the problem teacher introduces it.
In fact, this big question can get at least 5 or 6 points. I feel it is the same as a conic curve. It's a practice to toss and turn, but it's difficult to connect it with each other. Finally, I will make a "formula". If I were you, I would still use my short-term ability to make 10 tracks every day for a week, and then take time out to read the original title every day for the rest of the time.
[test site 15]: limit ① mathematical induction: give up or give up or give up? It is said that anyone who wants to get full marks will be planted here! ② Sequence limit and function limit: ③ Four operations of limit: {Review strategy}: Limit should be one of the two most difficult knowledge points in high school mathematics, which is very difficult, but I am reluctant to give up. I gave up what I gave up in the end, so I still have to grasp it. The limit is so difficult that I can't explain it clearly in one or two sentences. I'd better talk to the teacher and get more than half the marks.
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