Let's take a look at what ABC classification weight method is. How graded funds can be divided into ABC three categories according to their weights;
ABC classification weight method is a simple method to determine the weight of each factor according to the basic principles of important minority and minor majority, and it is also a common primary and secondary factor analysis method in management statistical analysis. That is to say, all the factors in the index system are classified and queued according to their importance and the degree of influence on the post labor, and then each factor is given different weights with different weights.
The principle of ABC classification weight method is that the key minority, the secondary majority, that is, a few assessment elements occupy the most important position. The specific steps are as follows:
1, queuing stage. Firstly, the factors are analyzed, and then according to the characteristics of enterprise post labor and the influence degree and importance of each factor on post labor, the importance of each factor is sorted.
2. Classification stage. Divide all factors into three categories, namely:
Class A: the main factor, accounting for about10% of all factors;
Class B: secondary factors, accounting for about 20% of all factors;
Class C: general factors, accounting for about 70% of all factors.
3. Weight setting stage. According to the results of factor classification, the three factors A, B and C can be given different weights of 3, 2 and 1.
In short, the weight of each factor and index should be carefully determined according to the type of enterprise, production structure and characteristics. Generally speaking, in the technology-intensive processing and machinery manufacturing industry with advanced mechanical equipment and high technical level, the index weight of labor skills should be greater; For a comprehensive joint venture, a certain key point or position can be highlighted according to the actual situation or needs, and a basic balance can be maintained through comprehensive consideration.
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