Many students have had this feeling in primary school. Whenever you know a mathematical law and solve an application problem, the joy of success is irreplaceable by anything else. It stimulates your enthusiasm and curiosity about learning. The more you learn, the more you love learning.
Interest in learning and thirst for knowledge should be constantly cultivated. Besides, students have just stepped into the big garden of "the kingdom of mathematics", and many mysterious and endless mathematical problems are still waiting for you to learn, watch and study.
Second, we should form the good habit of studying hard and thinking independently.
In the past, some students thought that learning mathematics mainly depended on listening to the teacher in class, and regarded our math textbooks as "problem sets" for homework. There are two cognitive problems that must be solved. First, students should realize that our textbook records the basic knowledge that mathematicians must master and how to use this knowledge to solve problems.
Third, we should always grasp the important basic topic of how to "progress from arithmetic to algebra".
Generally speaking, the mathematics content of Algebra for Grade One (Volume I) is mainly to solve the important basic problems from arithmetic to algebra. We think it is mainly reflected in the following two aspects.
On the one hand, it is "number set expansion", that is, introducing negative numbers to expand the original arithmetic number set into a rational number set; On the other hand, it is the principle and method of solving algebraic equations, that is, from expressing numbers with letters to replacing them with "column equations"