1. Mathematical concept: Mathematical concept is the foundation of mathematical discipline, and it is the abstraction and generalization of basic concepts such as quantity, structure, change and space. Mathematical concepts include numbers, sets, graphs, functions, equations and so on. These concepts are the basis of mathematical theories and problems.
2. Mathematical Theorem: Mathematical Theorem is the basic principle in mathematics, which comes from mathematical concepts and axioms. Mathematical theorems provide basic methods and tools to solve various mathematical problems. For example, Pythagorean theorem is a famous mathematical theorem, which can be used to solve various problems related to right triangle.
3. Mathematical formula: Mathematical formula is a basic tool in mathematics and an expression composed of mathematical symbols and numbers. Mathematical formulas are usually used to simplify the calculation process and improve the efficiency of solving problems. For example, square difference formula, multiplication and distribution law are all commonly used formulas in mathematics.
4. Mathematical methods: Mathematical methods are the basic means to solve problems in mathematics, including reasoning, deduction, induction and disproof. These methods are used to deduce new conclusions and solve problems on the basis of mathematical theorems and formulas.
Learn the basic skills of mathematics well;
1. Establish the basic knowledge system of mathematics: the premise of learning mathematics well is to master basic knowledge, including mathematical concepts, theorems, formulas and rules. Students need to gradually establish their own mathematical knowledge system, constantly learn and master new concepts and theorems, and understand and skillfully use formulas and rules.
2. Cultivate mathematical thinking ability: Mathematical thinking ability is an important ability to learn mathematics well. Students need the ability to observe, analyze, reason, judge and solve problems, as well as the ability of creative thinking and critical thinking.
3. Pay attention to mathematics practice and application: To learn mathematics well, we should not only master basic knowledge, but also pay attention to practice and application. Students need to apply what they have learned to real life by solving practical problems and participating in mathematics competitions, so as to deepen their understanding and application ability of mathematics.
4. Learn to learn autonomous learning and cooperative learning: Learning mathematics well requires students to have the ability of autonomous learning and the awareness of cooperative learning. Students need to take the initiative to acquire knowledge, solve problems and communicate and discuss with classmates, so as to solve problems and improve learning effect.