Mathematics is a headache subject for many people, because it will not be difficult, it will not be difficult. Mathematics won't be all right. We should pay attention to methods in learning maths. Let's see how to learn maths well.
What if math is not good?
1. Understanding the Importance of Mathematics
1. Mathematics is highly abstract
Mathematics is established by means of abstraction and developed by means of abstraction. The abstraction of mathematics leaves aside the concrete content of the object, but only retains the quantitative relationship and spatial form.
2. Mathematics has strict logic.
Any mathematical conclusion must be strictly proved by logical reasoning before it can be recognized. Rigorous logic is not unique to mathematics. However, the research object of mathematics is a highly abstract quantitative relationship and spatial form, which is a formal ideological material.
3. Mathematics has wide application.
Mathematics, as a tool or means, is used in almost any science and technology and in all social fields. Mathematicalization of various sciences is a major trend of modern scientific development.
2. How to Learn Mathematics Well
Pre-class teaching materials
Before class, you can take a look at what the teacher wants to say the next day in the textbook to see what you can understand and what you don't understand. In this way, we can listen with questions when the teacher is giving a lecture, and understand the problems that we don't understand.
Listen attentively in class
This is very important. Many students think they understand everything, so they do their own topics. In fact, even if you understand it, you can also see that the teacher has no other way of understanding, whether the teacher's method is better than your own. Sometimes it's better to listen to the teacher than to look at yourself.
Review carefully after class
The newly learned knowledge has not yet been fully digested and absorbed into their own knowledge. If they are not reviewed in time, they will easily be forgotten. Therefore, we must spare some time after class to consolidate what we have learned in time.
Formula Theorem Keep in mind
Many problems in high school mathematics are the comprehension and application of various formulas and theorems. Don't talk about them unless you remember them. Consolidate through exercises. Mathematics is a science subject, which needs to be consolidated through a certain amount of exercises. Quantitative change can only be qualitative change if it accumulates a certain amount. This is not to ask you to do the sea tactics, but to be skilled.
Careful Selection of Extracurricular Readings
Junior high school students learn mathematics, if they do not pay attention to extracurricular reading, generally speaking, it will not have any impact. High school is different. Senior high school mathematics exam is the ability of students to solve new problems. As a high school student, if only around their own teachers, no matter how high the level of teachers, there will inevitably be great limitations. Therefore, if you want to learn mathematics well, you must open a door and see the outside world. Of course, don't stand on your own doors and start a new business. Once it is separated from the school teaching and the teaching system of its own teachers, it will also achieve twice the result with half the effort.
Cooperate with teachers to study actively
High school students should be more active in learning. Pupils often enjoy themselves when they finish their homework. Junior high school students are basically the same, obedient children can learn well. High school is not the case, although there are many homework, but only know how to do homework is absolutely not enough; teachers also say a lot, but who should do what, teachers do not specify one by one, so high school students must improve their learning initiative. Ready for the transition to future college students'learning methods.
Rational Planning Step by Step
Learning in high school is very tense. Every student has to devote almost all his energy. If we want to make rapid progress, we should make a long-term practical learning goal and plan for ourselves, arrange our spare time in detail, and make reasonable micro-adjustment in time.