Normalization and induction are both common problems in mathematics, and there are certain differences in solving ideas and application scenarios. Inductive problem: first get the total amount, and then calculate the required problem according to other conditions, which is called inductive problem. Normalization problem: simply speaking, it is a problem of finding unit quantity, such as finding speed, finding unit price, finding unit output, finding efficiency and so on.

When solving some problems in compound application problems, we should first calculate a unit value according to known conditions, such as output per unit area, workload per unit time, price of unit goods, distance traveled per unit time, etc.

Then according to the conditions and problems in the problem, the results are obtained. This kind of application problem is called standardization problem.

The meaning of standardization:

The significance of problem standardization Some problems in compound application problems need to be solved according to known conditions, such as output per unit area, workload per unit time, price per unit commodity, driving distance per unit time, etc. , and then get the result according to the conditions and problems in the problem.

From the above, it can be seen that the key to solving the problem of normalization is to find the numerical value of the unit quantity, and then grasp the corresponding relationship of the quantity in the question, list the formulas and solve the problem according to the meaning of the sentences such as "so calculate" and "same speed" in the question.

This kind of application problem is called normalization problem, and this method of solving problems is called "normalization method". Some normalization problems can be solved by multiple comparisons between similar quantities. This method is called multiple ratio method.

The problem of normalization is to find the value of a unit quantity first, and then find the total quantity according to the known conditions. The problem of induction is to find a total quantity first, and then find the value of unit quantity according to known conditions. The problem of normalization is to find out how much each copy is and divide it. The problem of induction is to find out what a * * * is and use multiplication.

The problem of normalization is to calculate a numerical value of unit quantity according to known conditions, such as output per unit area, workload per unit time, price of unit commodity, distance traveled per unit time, etc. , and then calculate the result according to the conditions and problems in the question. The problem of induction is to find the total amount first, and then calculate the required problem according to other conditions, which is called induction problem.