How to learn mathematics, how to learn mathematics

Do more questions, master the basics, and learn flexibly.

Mathematics is a subject that you can only learn if you want to learn, and to be honest, some math problems some people may not be able to solve in a lifetime, and some people only need to spend three minutes, which is mathematics. Math is mysterious, it's simple, and the point is whether you're interested or not.

。。。Think of math as a game and listen carefully in class. The brain is used flexibly...

I recommend you to buy a copy of "Why Happy Learning Math".

First of all, people should listen well in class.

Secondly, you should do more questions, from easy to difficult.

Finally, it is necessary to summarize the experience of doing questions and summarize the question types.

Remember the law that the teacher told you to memorize, and just calculate carefully.

Know the math formulas.

Such as the rectangle area formula.

If your mathematical foundation is particularly poor, I personally suggest that you concentrate on making up the foundation, because the college entrance examination will set up basic questions of about 90 points, my personal approach is to copy books, copy some basic theories, copy some example problems, of course, not for the sake of copying, is to feel the application of some theories, understand the topics in the book, will do, then congratulations, the passing line is not much of a problem, and at the same time abandon some of the more difficult, such as permutations and combinations, this is not a few days to get it, personal advice in inequalities, functions, Analytic geometry, three-dimensional geometry put a little more effort, this is the easiest part to get points.

Personally, I think that multiple choice questions can be as high as possible, fill-in-the-blank questions, you can give up two, because fill-in-the-blank questions can sometimes be very difficult, the first three big questions can be done as much as possible, do it right, the last three can do one or two questions, assuming that the choice gets 40 points, fill in the blanks get 10 points, you know...

Hehe, I'm a graduate student, high school math, it's been a long, long time, that's pretty much it.

That's how I got a high score in math back then, 127, maybe I'm a little better than you.

But I think the best way is to copy the book, when the theory is thorough, to buy a college entrance examination paper, the answers in it are very classic, to the theory, to feel the application method.

By the way, derivatives are better to be good at, because a lot of things use derivatives and are very easy to solve.

The foundation is not good to make up for the foundation, and if the foundation is almost complete, you can do more questions, and it would be good to see the question type more!

Interest is the key, don't think about math too hard, you are difficult for everyone, as long as you make sure that you don't do the wrong questions, and then you won't ask for more advice, even if you can't do it all, you will write some steps and formulas, and you should be fine to pass the test.

Learning with the idea of loving mathematics, the teacher takes one step at a time.

Personally, I think that in addition to doing questions or doing questions, practice makes perfect.

Inequality: The inequality relationship is a major relationship between quantities in the objective world, and the inequality is the basic form that reflects this relationship, which has always been the focus of the college entrance examination, especially the comprehensive questions with practical problems and functions as the background. The definition domain nature of inequality is the basis of inequality, and many theorems and formulas of inequality are reasoned and expanded on this basis, so we should grasp the basic concepts and properties when we are in school, be proficient in the deformation of properties and their applications, and constantly improve the depth and breadth of thinking, so as to be prepared and handy in solving comprehensive problems related to inequalities.

The unary quadratic inequality is the focus of the examination over the years, because it is closely related to the unary quadratic function and the unary quadratic equation, and the content is blended, and the solution of the inequality with parameters, the constant formation problem, the practical application of the unary quadratic inequality, and the comprehensive reasoning problem are often examined. Therefore, when learning, we should understand the relationship between the unary quadratic inequality and the corresponding quadratic functions and quadratic equations through images. Linear programming is the intersection of many knowledge, which is widely used in practical life and production, and a variety of mathematical thinking methods are needed to solve the problem of sexual programming.

Therefore, linear programming is also a hot topic in the college entrance examination. In the college entrance examination, the representation of the plane area is mainly examined. Problems such as the maximum value of linear objective functions are mainly in the form of multiple-choice questions, fill-in-the-blank questions, and sometimes solution questions.

Do a math weekly, there are many types of questions on it, memorize the question type, practice more, of course, thinking exercise is indispensable, math can be handy if you do more and think more.

Pay attention to the basics, just grasp the college entrance examination points, and do more questions.