Sixth grade mathematics work plan

Sixth grade mathematics work plan Fan Wenyi:

In the process of mathematics teaching and learning, students are guided to systematically summarize and summarize the knowledge they have learned, to make up for the gaps in the learning process, and to make the mathematics knowledge learned in the past six years organized and systematic, so as to better grasp the knowledge of each part. Focus and key. It is necessary to pay attention to the systematization of knowledge, avoid blindly doing problems, and engage in sea tactics, and do a good job of reviewing and improving the quality of teaching.
First, implement the "Course Standards" and pay attention to the pertinence of review.
Teachers should seriously study the "Course Standards", grasp the teaching requirements, clarify the key points and difficulties, and do so in a targeted manner. Students should be guided to read the textbooks repeatedly, to clarify the key chapters, and to review the key points of each chapter. According to the usual work situation and the test situation of each unit, it is necessary to find out the difficulties and doubts in the students' learning. The plan is to review according to the arrangement of the teaching materials; then divide the concept, calculation, and application of the three major blocks for training; finally, comprehensive training is carried out to ensure the review effect.
Second, combing out and strengthening the systemic nature of review.
An important feature of the review class is to guide students to systematically organize the knowledge they have learned under the guidance of the system principle, and to integrate the scattered knowledge into a whole, so as to form a relatively complete knowledge system, thus improving students' knowledge. The level of mastery.
Third, advocate the diversification of problem-solving methods and improve the flexibility of problem-solving.
Diversification of problem-solving methods can develop students' ability to analyze problems and the ability to solve problems flexibly. Different analysis ideas, different columns, the same results, the same effect of the same way, but also to other students to enlighten, broaden the solution. When reviewing, we should guide students to think from different angles and guide students to classify various exercises so that the knowledge they have learned can be integrated and the flexibility of problem solving can be improved.
Fourth, there is a targeted, mining innovation.
Review must be done in a precise, purposeful, and focused manner, so that students should complete the induction and generalization of the knowledge they have learned in practice. The design of the topic should be novel, open and innovative. It can mobilize the students' initiative in multiple angles and directions, let them think more, make the thinking develop fully, and learn more problem-solving skills.
Fifth, for the whole, comprehensive improvement.
For all students is one of the basic principles of quality education, the general review should reflect this. Teachers should fully understand the "study situation" to properly evaluate students, and correctly guide students to do a good review, in the hope that they will achieve good results.
6. During the review process, we carefully selected and designed the exercises, strengthened the guidance of the problem-solving methods, and improved the students' ability to solve problems.
In the preparation of the mathematics review class for the graduating class, it is important to grasp two points: First, we must grasp the content of the teaching materials, be good at refining and summarizing the knowledge points and training points of the teaching materials; second, carefully select and design according to the knowledge points and training priorities of the teaching materials. Practice questions.
7. We should pay attention to the following points when formulating review plans and implementing review:
1. Overcoming the wrong thinking of simply reviewing the exams, preventing the students from overburdening the burdens in the review, and crowding out the rest and activities of the students. Only a small number of students are better and lighter. Most students improve and guess the questions and die. Remembering the wrong practice, such as hardback, should be regarded as an important part of the entire teaching work.
2. Overcoming the practice of weighing only one case in the review and not focusing on the basic structure of knowledge.
3. Overcoming the practice of focusing only on knowledge and skills, and not improving the ability of students to develop their mathematical thinking skills.
4. Overcome the practice of reviewing classes regardless of the effect.
5. Overcoming the review only pays attention to textbooks and does not pay attention to the practice of curriculum reform.
Eight, the first phase of the schedule to consolidate knowledge and organize knowledge. 4-5 weeks, the second stage of classification training development, 3 weeks, the third stage of simulation training, leak detection, 2 weeks, the basic strategy of review
1. Consolidate knowledge and focus on training. Consolidating knowledge is the main task of the review class. Focusing on training, and focusing on students' own writing, should be the main strategy for consolidating knowledge. Some of the common rehearsals are based on the teacher’s lectures, or the teacher’s individual responses. Practice has proved that most of these methods do not have the effect of student-based pen exercises. In addition to helping students sort out the main points and explain the prevention and correction strategies of common mistakes, teachers should be bold enough to let the students practice themselves and strengthen their knowledge through practice.
2. Organize knowledge and students. Organizing knowledge is an important part of the review class. It is common for teachers and students to sort out the knowledge through the question and answer during the review. We believe that it is best to organize the knowledge and the teacher should be the leader and organizer. Practice has proved that under the guidance of teachers, students are the mainstay, and through the exchanges between students, students can easily sort out the differences between knowledge and understanding of knowledge, remember knowledge and apply knowledge to solve simple practical problems.
3, check for missing vacancies, the investigation is first. Checking for missing vacancies is an important part of the review. Therefore, it is very important to find out the “leak” and “lack” in the students before reviewing. In the review class, we should attach great importance to supplementing “missing” and correcting mistakes. To find out the "missing" and common mistakes, it is a good way to memorize the problems in the students' homework. It is also necessary to make some investigations before the review class.

Sixth grade mathematics work plan essay two:

First, the textbook analysis:
The contents of this book include: position, score multiplication, score division, circle, percentage, statistics, math wide angle and mathematical practice activities. Fractional multiplication and division, circle, percentage, etc. are the key teaching contents of this book. In terms of numbers and algebra, the textbook has three units of fractional multiplication, fractional division, and percentage. The teaching of fractional multiplication and division is based on the previous calculation of integers and fractions, and the ability to develop students' scores and solve practical problems related to scores. It will solve the simple practical problem of the percentage, which is the basic mathematical ability that primary school students should have. In terms of space and graphics, the textbook has two units of position and circle. Through rich and realistic mathematical activities, students are subjected to a preliminary mathematical process, understanding and learning to represent positions with numbers; preliminary understanding of the basic basic methods of studying curve graphics, and promoting the further development of students' spatial concepts. In statistics, the textbook is to arrange a pie chart. Further understand the role of statistics in life and problem solving, and develop statistical concepts. In solving problems in mathematics, we will understand the diversity of problem-solving strategies and the use of hypothetical methods to solve the problem. We will use algebra to solve the problem's superiority, feel the charm of mathematics, and develop students' ability to solve problems. The textbook arranges two practical exercises for the comprehensive application of mathematics, experiencing the fun of exploration and the practical application of mathematics, feeling the joy of mathematics, and cultivating students' mathematical application consciousness and practical ability.
Second, the semester of this course teaching objectives and tasks
Knowledge and skills:
1. Understand the meaning of fractional multiplication and division, master the calculation method of fractional multiplication and division, and skillfully calculate simple fractional multiplication and division, and perform simple fractional four-mixing operation.
2. Understand the meaning of the reciprocal and grasp the method of reciprocal.
3. Understand the meaning and nature of the ratio, and find the ratio and the ratio of reduction, which will solve the simple practical problem of the ratio.
4. Grasp the characteristics of the circle, draw a circle with a compass; explore and grasp the circumference and area formula of the circle, and correctly calculate the circumference and area of ​​the circle.
5. Know that the circle is an axisymmetric figure, and further understand the axisymmetric figure; it can use the simple pattern of translation, axisymometry and rotation design.
6. It is possible to use a number of pairs on a checkered paper to express the position and to initially understand the idea of ​​coordinates.
7. Understand the meaning of the percentages, and be more adept at the calculation of the percentages, which can solve the simple practical problem of the percentage.
8. Recognize the pie chart and select the appropriate chart to represent the data as needed.
Process and method
1. Experience the process of discovering problems, asking questions, and solving problems from real life, understanding the role of mathematics in daily life, and initially forming the ability to comprehensively apply mathematical knowledge to solve problems.
2. Experience the diversity of problem-solving strategies and use hypothetical mathematical thinking methods to solve the problem's effectiveness and feel the charm of mathematics. Forming the consciousness of discovering mathematics in life, and initially forming the ability to observe, analyze, and reason.
Emotional attitude
1. Experience the fun of learning mathematics, increase your interest in learning mathematics, and build confidence in learning mathematics.
2. Develop good habits of serious work and neat writing.
Focus:
Fractional multiplication and division, circle, percentage, etc.
difficulty:
1. Learn the ability of integers and decimals to calculate the four arithmetic skills of students and the ability to solve practical problems related to scores. .
2, understand the meaning of the percentage, master the calculation method of the percentage, will solve the simple practical problem of the percentage.
3. Through the exploration and study of the curve graph-circle characteristics and related knowledge, the basic methods of studying curve graphs are preliminarily recognized, and the further development of students' spatial concepts is promoted.
Third, teaching measures:
1. Create a pleasant teaching situation and stimulate students' interest in learning.
2. Promote the diversity of learning methods and focus on the personal experience of students.
3. Diversification of classroom training forms, paying attention to multiple questions and solving problems from different angles.
4. Strengthen the teaching of basic knowledge so that students can master these basic knowledge.
5, students can preview the textbooks, put forward the knowledge focus, how to understand by themselves, and what questions. You can find out how to solve the problem by consulting the data.
6. Teachers, as the instructors of classroom teaching, focus on students' self-directed learning, advocate inquiry-based and experiential learning methods, and cultivate students' hands-on ability and divergent thinking ability.
7. Use the group discussion method to enable students to participate in the discussion, express their opinions and inspire each other, find out ways to solve problems, and experience the joy of learning mathematics.
8. Develop interest and self-confidence in learning mathematics to improve the ability of each student.
9. Reflect the main role of the students, let the students love learning, learn, and teach students to master the learning methods.
10. Teaching and practice activities are combined with students in accordance with their aptitude. The design of each course content is based on the teaching objectives and students, creating a problematic situation of teaching, which is a teaching process that conforms to the cognitive rules of students.
Fourth, the teaching progress

Sixth grade mathematics work plan Fan Wensan:

First, knowledge goals and skills:
1, 1 Through learning, students can apply the percentage to solve practical problems. Understand the meaning of tax rates, interest rates, and discounts.
2 Students in the process of observation, operation and other activities and understanding the characteristics of the cylinder and cone, can correctly determine the cylinder and cone, understand, grasp the calculation of the surface area of ​​the cylinder, the cylinder and cone volume, will be correctly calculated.
3 Students combine the examples to understand the fan chart and understand the mode and the mean.
4 Initially grasp the method of determining the position of the object by direction and distance.
5 In the process of solving practical problems, students learn to use the transformation strategy to find solutions to problems, and can determine reasonable problem-solving methods according to specific problems, so as to effectively solve the problem.
6 students understand the meaning and basic nature of the proportion, will solve the proportion; understanding the scale, will look at the scale, will calculate the scale; understand the meaning of proportional and inverse ratio, can judge whether the two quantities are proportional or inverse proportion, understand the proportional relationship Apply questions.
7 Students through the systematic review, consolidate and deepen the understanding of the mathematics knowledge learned in the national stage, better cultivate more reasonable and flexible computing ability, develop thinking ability and space concept, and improve the comprehensive application of mathematical knowledge to solve simple The ability to actually problem.
2. Process and method:
The mathematics content of this semester is closely related to the student's living environment. It is helpful to create independent learning and cooperation and exchanges from the students' experience and existing knowledge, so that students can obtain basic mathematics knowledge through observation, operation, induction, communication, reflection activities, Skills, further develop thinking ability, let students understand mathematics, enhance space concepts, develop image thinking, and pay attention to students' awareness and ability to apply mathematics in contextual experience. The strategy of "conversion" can solve some simple practical problems, further enhance the strategic awareness and reflective consciousness of class problems, understand the diversity of problem-solving strategies, and cultivate the corresponding strategic capabilities according to the characteristics of practical problems.
Second, the textbook analysis
1. Knowledge structure system analysis and skill training requirements for this semester textbook:
This volume of textbooks includes the following: percentage application, cylindrical drinking cone, proportion, position determination, pros and cons, problem-solving strategies, statistics, and a general review of the mathematics of the country in the past six years. The contents of this booklet are arranged on the basis of the previous books in accordance with all the teaching tasks of the completion of the small country. Emphasis is placed on making students understand some common three-dimensional calculation methods, further developing the concept of space, and mastering the use of sector charts to represent data. The result method improves the ability of analyzing, predicting and judging data statistics; understanding the concepts of proportional, proportional and inverse proportions, and deepening the understanding of some common quantitative relationships, which will be easier to apply with proportional knowledge. Then the main content of the small country is systematically organized and reviewed. Consolidate the mathematics of multi-study. It is a practical problem to enable students to integrate the mathematics knowledge they have learned. It is combined with new teaching content and systematic review and review to further develop thinking ability, cultivate thinking quality, and carry out ideological and moral education.
2, teaching focus: the cylindrical drinking cone in the textbook, the proportion is the important content of the national small mathematics. First of all, understanding the characteristics of the cylindrical drinking cone and mastering some calculations of the cylindrical drinking cone can lay a good foundation for further study of the surface area and volume of other shapes and their calculation. Further development of the concept of space can also enhance the strategies and counter-reverses of class issues and gradually enhance students' awareness and ability to collect and process information. It is best to learn a good proportion of knowledge, not only to enhance students' ability to use mathematical methods to deal with mathematical problems, but also to enable students to obtain preliminary functional concepts and prepare for further study of relevant knowledge. Therefore, it is the focus of teaching to let students understand the concept of these contents and learn to apply these concepts, methods and some practical problems of the computing class.
Third, the student situation analysis
There are 81 students in this class, including 36 girls. From the analysis of the test results of the last semester, the students' basic knowledge, concepts, and definitions are not firmly grasped, and the calculations, calculations, and calculations are not very good. There are still a lot of carelessness, lack of flexibility, and insufficient ability to apply. However, in general, most students are interested in mathematics, have strong ability to accept, and have a positive attitude towards learning. Some students are not self-conscious and cannot complete homework in time. It is difficult to learn mathematics. Therefore, in the new semester, while correcting students' attitudes, they should strengthen their ability to learn mathematics to improve their performance.
Fourth, methods and measures:
Study the teaching materials carefully, prepare lessons carefully, and strive to be unprepared.
Seriously study the new syllabus and new curriculum standards, master the direction of education and teaching reform, and arm the classroom with new ideas.
Make full use of students' familiar, interesting and realistic materials to attract students, let students actively participate in various familiar activities, improve learning efficiency, stimulate interest in learning, and enhance learning confidence.
Carefully designing a variety of exercises with open ideas and answers to develop flexible thinking skills.
Strengthen the correction of student homework, paying particular attention to the training and training of students' good study habits.
Pay attention to strengthening the students' replenishment work, using the form of teachers' replenishment and mutual help. Care is taken to combine the confidence and strict requirements of the students.
Enhance students' hands-on activities and cultivate students' spatial concepts.
Create more learning scenarios, boldly let the students learn by themselves, and develop their individuality.
Pay attention to the parents of the students, pay close attention to the performance of the students at home, and extend the role of school education to the outside of the school. Combine school education with family education.
V. Teaching schedule

Sixth grade mathematics work plan essay four:

First, the analysis of the situation:
There are 41 students in the sixth grade class. These students have a good foundation and good study habits. Interested in mathematics, strong ability to accept, correct attitude towards learning, proactive participation in the learning process in the classroom, full of hands, brains, active collection, exchange, learning information, courage to express their opinions, listen And respect the opinions of others. Think independently and master the learning methods. However, there are also some students who are not self-conscious and cannot complete homework in time. It is difficult to learn mathematics. In the mathematics teaching activities of this semester, we must pay attention to the study of basic knowledge, and more importantly, the methodological guidance and thinking ability of students' mathematics learning.
Second, the analysis of the content of the textbook:
The overall content distribution of this booklet: location; fractional multiplication 1, fractional multiplication, 2, problem solving, 3, reciprocal recognition; fractional division 1, fractional division, 2, problem solving, 3 ratio and ratio application; Circle 1, know the circle, 2, the circumference of the circle, 3, the area of ​​the circle; the meaning and writing of the percentage 1, the percentage, the mutualization of the 2, the percentage and the score, 3, the problem solved by the percentage; Statistical chart, 2, reasonable deposits; mathematics wide-angle "chicken and rabbit cage" problem.
Third, the teaching objectives:
1. Understand the meaning of fractional multiplication and division, master the calculation method of fractional multiplication and division, and skillfully calculate simple fractional multiplication and division, and perform simple fractional four-mixing operation.
2. Understand the meaning of the reciprocal and grasp the method of reciprocal.
3. Understand the meaning and nature of the ratio, and find the ratio and the ratio of reduction, which will solve the simple practical problem of the ratio.
4. Grasp the characteristics of the circle, draw a circle with a compass; explore and grasp the circumference and area formula of the circle, and correctly calculate the circumference and area of ​​the circle.
5. Know that the circle is an axisymmetric figure, and further understand the axisymmetric figure; it can use the simple pattern of translation, axisymometry and rotation design.
6. It is possible to use a number of pairs on a checkered paper to express the position and to initially understand the idea of ​​coordinates.
7. Understand the meaning of the percentages, and be more adept at the calculation of the percentages, which can solve the simple practical problem of the percentage.
8. Recognize the pie chart and select the appropriate chart to represent the data as needed.
9. Experience the process of discovering problems, asking questions, and solving problems from real life, understanding the role of mathematics in daily life, and initially forming the ability to comprehensively apply mathematical knowledge to solve problems.
10. Experience the diversity of problem-solving strategies and use hypothetical mathematical thinking methods to solve the problem's effectiveness and feel the charm of mathematics. Forming the consciousness of discovering mathematics in life, and initially forming the ability to observe, analyze, and reason.
11. Experience the fun of learning mathematics, increase your interest in learning mathematics, and build confidence in learning mathematics.
12. Develop good habits of serious work and neat writing.
Fourth, the teaching focus, difficult points:
Fractional multiplication and division, circle, percentage, etc. are the key teaching contents of this book. The difficulty of teaching each unit is:
One unit: Heavy and difficult: Use two data to accurately represent the position of the object.
Unit 2: Focus: Fractional multiplication calculation method. Find out how many fractions of a number is a problem.
Difficulties: The method of calculating the score multiplier.
Three units: Focus: Fractional division calculation, solve the problem of "how many fractions of a number are known, and ask for this number", the application of the ratio and the ratio.
Difficulties: Understand the calculation of a number divided by the score, and find a reduction method that divides the number by a fraction.
Four units: heavy, difficult: the relationship between the meaning of radius and diameter.
Unit 5: Focus: Understand the meaning of the percentage. Understand the meaning of discounts, taxes, and interest. On the basis of understanding and analyzing the quantitative relationship, students can correctly answer questions about percentages.
Difficulties: Use the knowledge of percentages to solve some mathematical problems in real life.
Six units: heavy, difficult: to enable students to master the characteristics and role of the pie chart.
Seven units: heavy, difficult: try to solve the problem of "chicken and rabbit cage" in different ways.
V. Teaching measures:
1. Strengthen self-learning, strive to improve the level of professional culture and knowledge, continuously learn the latest educational theories and teaching methods in today's society, change educational concepts, establish the idea of ​​serving students' development, actively participate in teaching and research activities, and explore in practice. , accumulate experience in practice. Dive into the teaching materials and make full use of 40 minutes to make the classroom more effective.
2. Pay attention to the non-intellectual factors of students, stimulate students' enthusiasm for learning through the mechanism of praise and encouragement, and strive to cultivate students' good behavior habits and study habits. Conduct evaluations and other activities to enable students to make progress in competition evaluation and praise.
3, pay attention to teaching students in accordance with their aptitude, and further improve the work of cultivating and supplementing the poor. Grasp the tutoring of the number of interest groups in the class, so that the students with the students and the students with learning difficulties can be paired up with the goal of progress.
4. Do a good job in teaching routine work, with a serious and responsible work attitude, full of enthusiastic work style, humbly learn from colleagues, and at the same time strive for the cooperation of parents, and do a good job in cultivating students.
Sixth, class schedule:
According to the "National Mathematics Curriculum Standards for Compulsory Education", the "List of Teaching Time for Each Course Section", the editors of the experimental textbooks arranged 60 hours of teaching content for the sixth grade mathematics teaching. The teaching time of each part of the teaching content is roughly arranged as follows:

Sixth grade mathematics work plan Fan Wenwu:

First, the guiding ideology
Strictly follow the party's educational policy, love and dedication, correctly teach students' knowledge, and conduct appropriate ideological education for students, and train them to become successors and builders of modernization in the new era. Seriously cultivate its sense of quantity, improve its computing ability, cultivate its spatial concept, and apply what it has learned to life practice to solve problems in real life.
Second, the basic situation analysis
There are a total of students in this class, including male students and female students. From the teaching situation of the previous school year, most of the students in this class have a loose learning attitude, and the study habits need to be cultivated. The concept of space is not strong enough. I don't want to think positively during class, and active and creative learning needs to be strengthened. Especially from the situation of knowledge quality acceptance in the previous school year, the students' existence is obviously polarized, and the face of the students is still large. In response to these situations, this year, while focusing on the basic knowledge teaching, strengthen the guidance and excellent students of the undergraduates. Guided work to comprehensively improve the pass rate and excellent rate.
Third, the teaching objectives
1. Understand the meaning of fractional multiplication and division, master the calculation method of fractional multiplication and division, and skillfully calculate simple fractional multiplication and division, and perform simple fractional four-mixing operation.
2. Understand the meaning of the reciprocal and grasp the method of reciprocal.
3. Understand the meaning and nature of the ratio, and find the ratio and the ratio of reduction, which will solve the simple practical problem of the ratio.
4. Grasp the characteristics of the circle, draw a circle with a compass; explore and grasp the circumference and area formula of the circle, and correctly calculate the circumference and area of ​​the circle.
5. Know that the circle is an axisymmetric figure, and further understand the axisymmetric figure; it can use the simple pattern of translation, axisymometry and rotation design.
6. It is possible to use a number of pairs on a checkered paper to express the position and to initially understand the idea of ​​coordinates.
7. Understand the meaning of the percentages, and be more adept at the calculation of the percentages, which can solve the simple practical problem of the percentage.
8. Recognize the pie chart and select the appropriate chart to represent the data as needed.
9. Experience the process of discovering problems, asking questions, and solving problems from real life, understanding the role of mathematics in daily life, and initially forming the ability to comprehensively apply mathematical knowledge to solve problems.
10. Experience the diversity of problem-solving strategies and use hypothetical mathematical thinking methods to solve the problem's effectiveness and feel the charm of mathematics. Forming the consciousness of discovering mathematics in life, and initially forming the ability to observe and analyze reasoning.
11. Experience the fun of learning mathematics, increase your interest in learning mathematics, and build confidence in learning mathematics.
12. Develop good habits of serious work and neat writing.
Fourth, method measures
1. Prepare the lesson carefully, delve into the teaching materials, and make it possible to teach in depth in the classroom, especially for the after-school students.
2, the usual practice should be targeted, for the undergraduate students and outstanding students to separate some exercises suitable for them.
3, to strengthen the operation, intuitive teaching, such as teaching circle and axisymmetric graphics, we must use the operation, intuitive teaching to develop their space concept.
4. Increase practical activities and develop students' ability to solve practical problems with mathematical knowledge.
5. Strengthen the cultivation of abilities. It mainly cultivates students' analysis, comparison and comprehensive ability; abstract generalization ability; judgment and reasoning ability; migration analogy ability; reveals the connection between knowledge, explores the law, summarizes the law; cultivates the flexibility and agility of students' thinking.