The enrollment subjects of the unified college entrance examination in Zhejiang Province are divided into general category, art category and sports category. The general examination subjects are 3 compulsory subjects and 3 elective subjects. In addition to cultural subjects, art and sports candidates must also take art professional examinations and sports technical examinations respectively.
Scoring of selected subjects:
After many expert studies, the original grading mode of 2 1 is divided into 20 grading areas, and the grading difference is refined from 3 to 1. The original grade 1( 1%, 100 points) and 2(2%, 97 points) were merged into 1 partition, and the rest remained unchanged. 1 interval is 100-97, the second interval is 96-94, the third interval is 93-9 1, and so on, and the 20th interval is 42-40.
The national unified examination was held on June 7, and the specific subject examination schedule is as follows:
On the morning of June 7: Chinese; Afternoon: Mathematics;
On the morning of June 8: Technology (optional examination); Afternoon: foreign language (the examination object is limited to the candidates of the college entrance examination in that year);
On the morning of June 9, physics (elective examination) and ideological and political (elective examination); Afternoon: chemistry (optional);
June 10 morning: history (optional test), biology (optional test); Afternoon: Geography (optional exam).
Matters needing attention in college entrance examination
1. Learn to relax. The more relaxed you are during the exam, the stronger your thinking ability. About one month before the exam, you should pay attention to adjusting your diet, mainly light.
Be familiar with the traffic around the examination room, calculate the time to take the exam, and don't be late.
3. A quiet review environment helps children to review calmly and emotionally;
Don't be nervous during the exam. After each exam, don't think twice, but quickly turn your attention to the next exam, and greet the next exam with a good test-oriented state.
What should I pay attention to in exam review?
1, expand the foundation and strengthen the general method.
Have you finished the examination of basic knowledge? Highlight the key points. Grasping the foundation is to pay attention to the review of teaching materials, especially to the formation process of concepts, formulas, laws and theorems. Pay attention to the limited scope of conditions and conclusions and understand the typical examples in textbooks? You should not only be able to do exercises in the textbook, but also have a deep understanding of the problem when solving it? Embodied mathematical thought? Law.
2, carefully read the exam instructions, reduce? success
Do you usually practice or enter? Should we pay attention to training for the mock exam? Environment, form good habits. ? Explain the exam carefully first? Understand and do as required, compare examples after explanation, understand how to examine knowledge points, understand the requirements of explanation for every knowledge, and never ask for knowledge? Pull? Training.
3, grasp the key content, pay attention to energy? cultivate
What is the main content of Math 3? Holding the whole thing? The most important part of mathematics is input? The content that must be mastered in learning must be tested every year, and the key exams are required. For example, about functions (including three? Function), flat? Vector, straight line and conic curve, straight line? Relationships, sequences, probabilities, derivatives, etc. Should be regarded as the most important thing in review? Answer? To implement these topics, we should radiate them to other knowledge points through the review of these topics.
4. Is it off? Educational trends, paying attention to the change of question types
Because the new content is the current society? Alive. Alive? What should I do during childbirth? Compare? Pan content? With what? What is the content of learning integration? Knowledge that must be possessed after learning, so it's all? The content of the exam must be tested, so? Must be something like probability statistics, derivatives and their applications? What are the basic requirements of reasoning proof, algorithm preliminary and block diagram? Got in? Review and training. ? Do you have to? New teaching concept? Mathematics teaching and review.