If you want to improve your math scores, you don't just have to do more problems. In my opinion, learning mathematics well needs to ensure the quantity of questions. At the same time, we should ensure the quality of the questions, be good at analysis and think deeply about the questions. I have taught many students. The difference between good students and poor students is that good students are very good at summing up. Summing up problems and methods is a higher realm of mathematics learning. Only by arming ourselves with mathematical ideas and using various problem-solving methods flexibly can we learn mathematics more effectively. What is commonly used in high school mathematics is nothing more than seven problem-solving methods and four kinds of thinking. It is difficult to master them skillfully and improve your grades. Here's the method first.

The first method of solving problems: matching method.

Matching method is a technique of directionally deforming a mathematical formula (matching it into a "complete square"), so as to find the connection between the known and the unknown through the formula, thus simplifying the complex. When making a formula, we need to properly predict and reasonably use the skills of "splitting items" and "adding items", "matching" and "getting together" to complete the formula. It is sometimes called the "combination method".

The most common formula is to carry out identical deformation to make the mathematical formula completely square. It is mainly suitable for the discussion and solution of known or unknown quadratic equations, quadratic inequalities, quadratic functions and quadratic algebra, or the translation transformation of quadratic curves with missing items.