The sixth grade mathematics book teaching plan

Part 1: National Sixth grade mathematics book teaching plan essay

First, the textbook analysis
1. Teaching content: The textbook includes the following contents: negative number, cylinder and cone, proportion, statistics, math wide angle, finishing and review. Cylindrical and conical, proportion and finishing and review are the key teaching contents of this book.
2, teaching objectives
1 Understand the meaning of negative numbers, and use negative numbers to express some problems in daily life.
2 Understand the meaning and basic nature of the proportion, understand the proportion, understand the meaning of proportional and inverse proportions, and judge whether the two quantities are proportional or inversely proportional, and use proportional knowledge to solve relatively simple practical problems; can be proportionally given according to the given The data is plotted on a grid of paper with a coordinate system and the value of the other quantity can be estimated from the value of one of the quantities.
3 will look at the scale, you can use a grid paper and other forms to enlarge or reduce the simple graphics in a certain proportion.
4 Recognize the characteristics of the cylinder and cone, and calculate the surface area of ​​the cylinder and the volume of the cylinder and cone.
5 can accurately extract statistical information from statistical charts, correctly interpret statistical results, and can make correct judgments or simple predictions; preliminary experience data may be misleading.
6 Experience the process of discovering problems, asking questions, and solving problems from real life, experiencing the role of mathematics in daily life, and initially forming the ability to comprehensively apply mathematical knowledge to solve problems.
7 Experience the process of “drawer principle”, and initially understand the “drawer principle”. It will use the “drawer principle” to solve simple practical problems and develop the ability of analysis and reasoning.
8 Through the systematic review and review, deepen the understanding and mastery of the mathematics knowledge learned in the national stage, form a more reasonable and flexible computing ability, develop thinking ability and space concept, and improve the comprehensive application of the mathematics knowledge to solve the problem. ability.
9 experience learning the fun of mathematics, improve the interest in learning mathematics, and build confidence in learning mathematics.
10 Develop good habits of serious work and neat writing.
3. Teaching focus
1 In the familiar life situation, initially understand the negative number, can correctly read and write positive and negative numbers, know that 0 is neither positive nor negative.
2 Know the cylinders and cones and master their basic characteristics. Know the bottom, side and height of the cylinder. Know the bottom and height of the cone.
3 Explore and master the calculation method of the side area and surface area of ​​the cylinder, as well as the calculation formula of the cylinder and cone volume. The formula will be used to calculate the volume and solve the simple practical problems.
4 understand the meaning and basic nature of the ratio, will solve the proportion. Understanding the meaning of proportional and inverse proportions can find examples of positive proportions and inverse proportions in life, and can use proportional knowledge to solve simple practical problems.
5 Recognizing an image of a proportional relationship, an image can be drawn on a grid paper with a coordinate system based on the given proportional data, and another value can be found or estimated in the image according to one of the quantities. .
6 Understand the scale, you will find the scale of the plan and the distance or actual distance on the map according to the scale.
7 will comprehensively apply the statistical knowledge that has been learned, can accurately extract statistical information from the statistical map, and can correctly interpret the statistical results.
8 Experience the "drawer principle" of the exploration process, a preliminary understanding of the "drawer principle", will use the "drawer principle" to solve simple practical problems.
9 A systematic review of the knowledge acquired during the national ministry.
4, teaching difficulties
1 Master the basic characteristics of cylinders and cones. Exploring and mastering the calculation method of the side area and surface area of ​​the cylinder, as well as the calculation formula of the cylinder and cone volume, will calculate the volume using the formula to solve the simple practical problem.
2 Understand the meaning and basic nature of the ratio, and solve the proportion. Understanding the meaning of proportional and inverse proportions can find examples of positive proportions and inverse proportions in life, and can use proportional knowledge to solve simple practical problems.
3 Recognize the image of the proportional relationship, draw the image on the graph paper with the coordinate system according to the given proportional relationship data, and find or estimate the value of another quantity in the image according to one of the quantities. .
4 will find the scale of the plan and the distance or actual distance on the map according to the scale.
5 will comprehensively apply the statistical knowledge that has been learned, can accurately extract statistical information from the statistical map, and can correctly explain the statistical results.
6 Experience the "drawer principle" of the exploration process, using the "drawer principle" to solve simple practical problems.
7 Through the systematic review of the mathematics knowledge learned in the national stage, master and use the mathematics knowledge learned in the national stage.
5, teaching aids and learning tools: triangular plate ruler cylindrical, conical objects and models
Second, teaching measures
1. Make full use of modern educational resources such as distance education resources and the Internet to improve the intuitiveness and image of classroom teaching and lay the foundation for improving teaching quality.
2. Actively study the theory and experience of the new curriculum reform, further develop the learning ability of students' autonomy, cooperation and inquiry, so that they can learn to be relaxed and happy, and make the students change from learning to studying, and change from learning to learning. Improve student learning autonomy and learning efficiency.
3. Teachers should start from themselves, strictly demand themselves, carefully prepare courses, take good classes, and correct homework. They should influence students in a positive and serious manner, improve students' interest in mathematics, and enable students to learn. Learn to learn.
4, do a good job of unit testing, and close the unit teaching.
5, increase the strength of training and supplement, to encourage students to compete in the learning, so that different students get different development, give more care to the students, so that more questions in the classroom, under the class More care, homework to face change. Let them further establish the confidence of learning, thus promoting the improvement of the quality of the whole class.
Third, class schedule

Chapter 2:

First, the analysis of the situation:
There are 90 students in this class and 54 students. Judging from the study situation and examinations in the last semester, most of the students have a solid grasp of some basic knowledge, and can use it flexibly. The learning attitude is more correct; but some students are not self-conscious, and more careless and flexible. Insufficient sex, the ability to apply is not strong enough; there are several students who are unable to complete their homework in time, which is difficult for learning mathematics. Therefore, in the new semester, while correcting students' attitudes, they should strengthen their ability to learn mathematics to improve their performance.
Second, the teaching objectives
1. Let students experience the process of applying percentage knowledge to solve some common problems in life, further understand the meaning of the percentage, understand the connection and difference between the percentage and the score, the decimal, deepen the understanding of the equations and improve the ability to solve related problems.
2. To make students understand the characteristics of cylinders and cones during the process of observation, operation, etc., to correctly judge the cylinder and cone, and to understand and master the calculation method of the surface area of ​​the cylinder, the cylinder and the cone volume, the calculation will be performed correctly.
3. Let students further develop their ability to observe, map, and organize their expressions in a process that determines the position of objects based on direction and distance, and continuously enhance the concept of space.
4. To make students understand the meaning and basic nature of the proportion, they will solve the proportion; when they know the scale, they will look at the scale, and they will calculate the scale; understand the meaning of the proportional and inverse ratios, and judge whether the two quantities are proportional or inverse, and understand the proportional relationship. To solve the problem of applying the problem, learn to use the proportional knowledge to solve the easy-to-use problem.
5. Let students contact the understanding of the percentage, understand the fan chart, and finally understand the characteristics of the fan chart to describe the data. It can propose or solve some simple problems according to the information presented by the fan chart. Combine the examples to get a preliminary understanding of the mode and median. The meaning of the number will be the mode and median of a set of simple data, and the initial characteristics of the different statistics such as the mode, the median and the mean.
6. In the process of using the transformation strategy to solve simple practical problems, students will further enhance the strategic awareness and reflective awareness of problem solving, and cultivate the consciousness and ability to rationally select the corresponding strategies according to the characteristics of the required problem solving.
7. Through the systematic review, students will consolidate and deepen the understanding of the mathematics knowledge learned during the national period, better cultivate more reasonable and flexible computing ability, develop thinking ability and space concept, and improve the comprehensive application of the mathematics knowledge to solve the problem. The ability to actually problem.
Third, teaching measures
1. Study the teaching materials carefully and do a good job in classroom teaching research.
2. Make full use of students' familiar, interesting and realistic materials to attract students, and let students actively participate in various math activities to improve learning efficiency, stimulate learning interest and enhance learning confidence.
3. Strengthen the teaching of basic knowledge, especially to strengthen computing teaching. Through the corresponding exercises, help students form the necessary math skills and improve their ability to solve practical problems.
4. Diversification of classroom training forms, attaching importance to multiple solutions and solving problems from different angles
5. Seriously implement the job counseling link and record the operation in a timely manner. And promptly remind the students of the problem, correct the time limit, and gradually improve.
6. Multi-group cooperation is adopted to enable students to participate in the discussion, to express their opinions and inspire each other, to find out ways to solve problems, and to experience the joy of learning mathematics.
7. More contact with parents, more communication with students, to understand the dynamics of students' thinking, to be aware of.
Fourth, the whole class schedule:
A total of 72 class hours of teaching content is arranged in the book, including a total review of 30 class hours. About 20% of the teaching time is reserved for maneuvering throughout the semester.

Chapter three:

First, the teaching content
This volume of textbooks includes the following: negative numbers, cylinders and cones, scales, statistics, mathematical wide angles, finishing and reviewing.
Teaching focus: the application of percentage, the calculation of the lateral area and surface area of ​​the cylinder, the calculation method of the volume of the cylinder and the cone, the meaning and basic properties of the ratio, the proportional and inverse ratios, the pie chart, the problem-solving strategy of the transformation, and the total review The series of sections.
Difficulties in teaching: Derivation of cylindrical and conical volume calculation methods, judgment of proportional and inverse proportional quantities, determination of position by direction and distance, mean of median and median, and flexible use of problem-solving strategies.
Second, the teaching objectives
The teaching goal of this book is to allow students to:
1. Understanding the meaning of negative numbers will use negative numbers to indicate some problems in everyday life.
2. Understand the meaning and basic nature of the proportion, understand the proportion, understand the meaning of proportional and inverse proportions, and judge whether the two quantities are proportional or inversely proportional. They will use proportional knowledge to solve simple practical problems; they can be based on the proportional relationship given. The data is plotted on a grid of paper with a coordinate system and the value of the other quantity can be estimated from the value of one of the quantities.
3. I will look at the scale and use a grid paper to enlarge or reduce the simple figure in a certain proportion.
4. Knowing the characteristics of the cylinder and cone, it will calculate the surface area of ​​the cylinder and the volume of the cylinder and cone.
5. It can accurately extract statistical information from statistical charts, correctly interpret statistical results, and make correct judgments or simple predictions; preliminary experience data may be misleading.
6. Experience the process of discovering problems, asking questions, and solving problems from real life, experiencing the role of mathematics in daily life, and initially forming the ability to comprehensively apply mathematical knowledge to solve problems.
7. After experiencing the "drawing principle", the initial understanding of the "drawer principle" will use the "drawer principle" to solve simple practical problems and develop the ability of analysis and reasoning.
8. Through systematic review and review, deepen the understanding and mastery of the mathematics knowledge learned in the national stage, form a more reasonable and flexible computing ability, develop thinking ability and space concept, and improve the ability to comprehensively apply the mathematics knowledge to solve problems. .
9. Experience the fun of learning mathematics, improve your interest in learning mathematics, and build confidence in learning mathematics.
10. Develop good habits of serious work and neat writing.
Third, the textbook analysis
In terms of numbers and algebra, this booklet has two units of negative and proportional. Combining life examples allows students to initially understand negative numbers and understand the application of negative numbers in real life. Proportional teaching enables students to understand the concepts of proportionality, proportionality, and inverse proportions, and resolves proportions and uses proportional knowledge to solve problems.
In terms of space and graphics, this booklet arranges the teaching of cylinders and cones. Based on the existing knowledge and experience, students can learn about cylindrical surface area and cylinders through the exploration and study of cylinders, cone features and related knowledge. The basic method of cone volume calculation promotes the further development of the concept of space.
In terms of statistics, this booklet has arranged content that may be misleading. Through simple examples, students are made aware that the use of statistical charts is convenient for making judgments or predictions. However, if they are not carefully analyzed, it may be possible to obtain inaccurate information leading to misjudgment or prediction. It is important to make a careful, objective and comprehensive analysis of statistical data. Sex.
In solving problems with mathematics, the textbook combines the knowledge of cylinders and cones, proportions, statistics, etc., and uses the knowledge learned to solve simple problems in life. On the other hand, it arranges the teaching content of "mathematical wide-angle" and guides Through observation, guessing, experiment, reasoning and other activities, students experience the process of exploring the "drawer principle", how to "model" some simple practical problems, and learn to use the "drawer principle" to solve, feel the charm of mathematics, develop The ability of students to solve problems.
According to the mathematics knowledge and life experience that students have learned, this booklet arranges a number of practical activities for the comprehensive application of mathematics, so that students can use the knowledge they have learned to solve problems and experience exploration through group-based inquiry activities or activities with realistic background. The practical application of fun and mathematics, the use of mathematical pleasure, and the development of students' mathematical application awareness and practical ability.
After finishing the whole teaching content of the national mathematics, the collation and review unit guides the students to conduct a systematic and comprehensive review and collation of the content they are learning. This is an important part of the mathematics teaching of the national small school. Through sorting and reviewing, the knowledge of the original decentralized learning can be sorted out, and the knowledge points of mathematics are formed into knowledge lines, and the knowledge lines constitute the knowledge network, thus helping students to improve the mathematical cognitive structure in the mind and lay a good foundation for mathematics learning in the country. The foundation; at the same time, further improve students' ability to comprehensively apply the knowledge they have learned to analyze and solve problems.
Fourth, academic analysis
There are 29 students in this class. Most of the students are motivated by mathematics; some students' attitudes need to be constantly corrected; some students are not self-conscious, and their attention is not concentrated; they cannot complete homework in time; there are also individual students. Basic knowledge is not solid enough, and learning mathematics is very difficult. Therefore, in the new semester, while correcting students' attitudes, they should strengthen their ability to learn mathematics, and use the group discussion method to enable students to participate in the discussion, express their opinions, inspire each other, and find out for themselves. The way to solve problems, experience the joy of learning mathematics.
Fifth, teaching methods:
teaching method:
1. Create a pleasant teaching situation and stimulate students' interest in learning. Promote the diversity of learning methods and focus on the personal experience of students.
2. On the basis of collective lesson preparation, teachers should also exchange lectures with grade-level teachers, reflect in time, truly understand the teaching design intent, and improve the ability to control the classroom. Teachers should change their concepts, adopt the "incentive, autonomy, and creativity" teaching strategy, use the problem as a clue, properly use the teaching materials, media, and real materials to break through the key points and difficulties, and learn more and more, and concentrate on refining and realizing the teacher. Students interact and interact with each other to motivate students to actively learn and improve the effectiveness of teaching and learning.
3. Do not increase or decrease the course and class hours, do not raise the requirements, do not purchase other review materials, do not leave mechanical, repetitive, punitive work and the total amount of work does not exceed the specified time, the variety of classroom training forms, pay attention to a multi-question, Solve problems from different angles.
4. Strengthen the teaching of basic knowledge so that students can master these basic knowledge. This semester will provide a wealth of teaching resources and space for the sustainable development of students with new teaching concepts. To give full play to the advantages of teaching materials, in the teaching process, close the connection between mathematics and life, establish the subjective position of students in learning, create a pleasant and open teaching situation, so that students can satisfy individuality in a pleasant and open teaching situation. To meet the needs of learning, so as to achieve the basic skills of basic knowledge and cultivate students' sense of innovation and practical ability.
5. Pay attention to the use of open teaching in teaching, and train students to choose appropriate methods to solve practical problems according to specific situations. For example, through multiple questions, multiple questions, multiple questions, multiple questions, and multiple questions, the students' knowledge is broadened, the internal relationship between knowledge is communicated, and students' resilience is cultivated.
6, the arrangement of the exercise, from shallow to deep, reflecting the level. For different students, there must be different requirements and exercises, and there must be guidance for eugenics and students with learning difficulties. Enhance mathematics practice activities, let students understand the relationship between mathematics knowledge and real life, so that students feel that there are mathematics everywhere in life, and use the actual meaning of mathematics to induce and cultivate students' love of mathematics.
7. Strengthen the guidance of parenting education. Guide parents to follow the rules of education and the laws of students' physical and mental development, and educate people scientifically. Guide students to treat success and failure correctly, bravely overcome difficulties in learning and life, and be strong in learning and life.
learning method:
1 Pre-study the textbooks, put forward the key points of knowledge, and understand through what way, what other questions.
2 Find out how to solve the problem by consulting the data.
3 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.
4 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.
Six, class schedule
In the sixth grade, the mathematics teaching in the next semester arranges the teaching content of 60 class hours. The teaching time of each part of the teaching content is roughly arranged as follows. The teacher can be appropriately and flexibly controlled according to the specific conditions of the class:

Chapter 4:

First, the situation analysis of class students:
There are 45 people in this class. From the analysis of the teaching and test results in the last semester, most of the students are interested in mathematics, have strong ability to accept, and have a good attitude towards learning; they have a solid grasp of basic knowledge, concepts, definitions, etc., and better calculations of oral calculations, calculations and calculations. . However, some students are not self-conscious, and there are still many carelessness, lack of flexibility, and insufficient ability to apply. There are several students who are unable to complete their homework in time, which is difficult for learning mathematics. Therefore, in the new semester, while correcting students' attitudes, they should strengthen their ability to learn mathematics to improve their performance.
Second, the requirements of the teaching objectives of this book:
1. Ideological and educational requirements:
Further feel the certainty of mathematical thinking and the rigor of mathematical conclusions, gain some successful experiences, and exercise the will to overcome difficulties.
Further develop careful and meticulous study habits and cultivate good habits of finding errors and correcting them in time.
Further feel the value of mathematics, feel the close connection between mathematics and life, and constantly enhance the consciousness of learning mathematics and using mathematics.
Learn more about the background of mathematics, experience the wide application of mathematics, and cultivate a scientific attitude of seeking truth from facts and a sense of responsibility towards society.
Further feel the gains and progress in mathematics knowledge and methods, develop positive emotions in mathematics, and further enhance the confidence in learning mathematics.
2. Requirements for knowledge, ability, habits, etc.:
Let students experience the process of applying percentage knowledge to solve some common problems in life, further understand the meaning of percentages, understand the connection and difference between percentage and scores, decimals, deepen the understanding of equations and improve the ability to solve related problems; Understand the meaning and level nature of proportions in specific situations, recognize the proportions that are proportional and inversely proportional, understand the intrinsic connection of mathematical content in different fields, and deepen the understanding of the related quantitative relationship.
Let students understand the basic characteristics of cylinders and cones through observation, operation, experiment and simple reasoning, explore and master the volume formula of cylinders and cones and the calculation method of cylindrical surface area; in the specific situation, initially understand the enlargement and reduction of graphics Initially understand the meaning of the scale, and initially grasp the method of determining the position of the object by direction and distance, and apply these knowledge and methods to perform simple operations or solve simple practical problems.
Let students contact the understanding of the percentage, understand the fan chart, and finally understand the characteristics of the fan chart to describe the data. It can propose or solve some simple problems according to the information presented by the fan chart. Combine the examples to understand the mode and the middle. The meaning of the number of bits will be the mode and median of a set of simple data, and the initial characteristics of the different statistics such as the mode, median and mean.
Let students review the knowledge and methods in the fields of number and algebra, space and graphics, statistics and probability through systematic review, further clarify the development clues and logical connections of related content, and deepen the quantitative relationship, spatial form and data in real problems. The understanding of information improves the ability to apply mathematical knowledge and methods to comprehensively.
Third, the key points and difficulties of this booklet:
Teaching focus: the application of percentage, the calculation of the lateral area and surface area of ​​the cylinder, the calculation method of the volume of the cylinder and the cone, the meaning and basic properties of the ratio, the proportional and inverse ratios, the pie chart, the problem-solving strategy of the transformation, and the total review The series of sections.
Difficulties in teaching: Derivation of cylindrical and conical volume calculation methods, judgment of proportional and inverse proportional quantities, determination of position by direction and distance, mean of median and median, and flexible use of problem-solving strategies.
4. The topic of research by myself or the teaching and research group:
Research on guiding students to "self-exploration" in the teaching of mathematics in small and medium-sized schools. 5. Measures to improve the quality of education:
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.
Teaching schedule:

The fifth part: the sixth grade of the second grade mathematics teaching work plan

First, the class situation analysis
1. Analysis of the style of study, knowledge of students, learning ability and learning attitude.
There are 44 students in the class, including 28 male students and 16 female students. From the analysis of the test results of the last semester, the students' basic knowledge, concepts and definitions are relatively solid, and the calculations of oral calculation, calculation and calculation are better. However, 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.
2. Analysis of the situation of students with learning difficulties
Students in this class have students such as Wu Zhiqiang, Zhang Yuhua, and Yang Xiaodi. These students are not self-conscious, lack the spirit of hard work, always want to be lazy, do not do homework or copy other people's homework. In the future, we will first strengthen the study habits, such as self-study before school and review after class. In writing, we must continue to raise the requirements. Only students can seriously think on the basis of earnest writing.
Second, guiding ideology and teaching philosophy
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.
Third, the analysis of the content of the textbook:
This book includes the following contents: the application of percentages, cylinders and cones, proportions, 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 the complete teaching tasks of the completion of the national mathematics. Emphasis is placed on making students understand some common three-dimensional figures, mastering their calculation methods such as volume, and further developing the concept of space; further Form the concept of statistics, master the method of using fan-shaped statistical graphs to represent the results of data collation, improve the ability of analysis, prediction and judgment based on statistical data; understand the concept of proportional, proportional and inverse proportions, deepen understanding of some common quantitative relationships, and use proportional knowledge Answer the easier to apply questions. Then systematically organize and review the main contents of the mathematics of the country, consolidate the mathematics knowledge, so that students can comprehensively apply the mathematics knowledge they have learned to solve relatively simple practical problems; combine the new teaching content and system collation and review Further develop the thinking ability, cultivate the quality of thinking, and carry out ideological and moral education.
Fourth, teaching materials teaching objectives
1. Combine life examples to enable students to initially understand negative numbers and understand the application of negative numbers in real life.
2, to enable students to understand the meaning and basic nature of the proportions, will solve the proportions, will look at the scale, understand the meaning of proportional and inverse proportions, can determine whether the two quantities are proportional or inverse proportions, will use the proportion of knowledge to answer easier to apply questions.
3, to make students understand the characteristics of the cylinder, cone, and initially understand the radius and diameter of the ball, will calculate the surface area of ​​the cylinder and the volume of the cylinder and cone.
4. Understand how to draw a simple chart, and look at and initially draw a simple chart.
5. To enable students to systematically organize and review, deepen their understanding and mastery of the mathematics knowledge learned during the national junior stage, better cultivate more reasonable and flexible computing skills, develop students' thinking ability and space concept, and improve their comprehensiveness. The ability to apply simple mathematical knowledge to solve simple practical problems.
6. Combine the new teaching content and system to organize and review, cultivate students' good thinking quality, and carry out ideological and moral education.
7. Carry out the new classroom teaching concept, give play to the main role of students, and cultivate students' innovative spirit and practical ability.
V. The key points of the whole book are difficult
Focus:
The meaning and basic nature of the ratio of 1 proportional and positive and negative.
2 The characteristics of the cylinder, the cone, the surface area of ​​the cylinder and the volume of the cylinder and cone.
3 Organize and review mathematics knowledge of the country.
difficulty:
1 proportion of related concepts and applications.
2 Derivation and practical application of the calculation formula of cylindrical surface area, volume and cone volume.
The construction of a knowledge system related to small mathematics in 3 countries.
The essential:
1 Using knowledge transfer, using comparative teaching methods, students are encouraged to understand the meaning of proportion, scale, and proportions; to solve the problem of proportional application, to find out the two related quantities by analyzing the common quantitative relationships that have been learned. Determine which proportional relationship, and then list the equations.
2 Make full use of audio-visual media, through demonstrations, students' experiments, operations, and revealing laws, so as to guide students through self-learning, cooperation and exchange, and collaboratively explore various methods to derive calculation formulas and cultivate students' ability to solve problems.
3 Do a good job in summarizing and sorting out the relevant knowledge of mathematics in small and medium-sized schools, and indeed do a good job of intensive teaching and practice, so that students can achieve self-construction in the true sense.
Sixth, improve teaching quality measures
Carry out the spirit of mathematics curriculum standard, attach importance to cultivating students' interest in mathematics learning, mathematics awareness and practical ability, and guide students' learning methods. Seriously study the teaching materials, clarify the teaching requirements, and comprehensively improve the quality of teaching.
The unit of proportion first teaches a proportional quantity, then teaches it to an inverse proportion, then puts the two together to make contact, contrast, and finally teach the pros and cons of the proportional application, so that students can better understand the concept of positive and negative proportions and can Correct judgment and avoid confusion; for the application of the problem, arrange different methods to solve the same problem, which can not only deepen the understanding of the students' proportions, but also improve the students' ability to solve problems by using various knowledge flexibly.
The teaching of cylinders and cones is intuitive. By observing common objects, students can understand the shape of the cylinder, abstract the cylindrical geometry from the real object, and then introduce the names of the various parts of the cylinder. The side area, surface area, volume and volume of the cone are taught through courseware demonstrations and student experiments.
When teaching statistics, first think about how to clearly see the percentage relationship between the quantities in a statistical table. Then, let the students know that the statistical graph is more vivid and specific than the statistical table in expressing the relationship between the relevant quantities; then, the characteristics and functions of the three different types of statistical graphs are explained in turn. Finally, in the examples and exercises, students are asked to answer questions according to the chart, so that students learn to look at the statistical charts, analyze the problems according to the data in the charts, cultivate students' ability to solve practical problems, and develop the habit of thinking and thinking about the problems of students applying statistics.
Review the review of basic knowledge and pay attention to the connection between knowledge. At the same time, pay attention to inspiring and guiding students to actively organize and review the knowledge they have learned to form a knowledge network. Teachers will strengthen feedback, pay attention to the whole, teach students in accordance with their aptitude, and promptly tutor students' knowledge gaps.
Seven, class schedule
In the sixth grade, the mathematics teaching in the next semester arranges the teaching content of 60 class hours. The teaching time of each part of the teaching content is roughly arranged as follows.