著名数学家华罗庚曾说过:“数与形本两依倚,焉能分作两边飞;数缺形时少直观,形少数时难入微。”由此可见数形结合思想在数学学习及解题中的重要性。因此,在数学学习中,同学们要有意识地培养和锻炼自己的数形结合思维,并在学习实践中多加练习,进而提高数学思维能力。一、数形结合思想的内涵及运用原则对空间形式和数量关系的研究构成了数学这一学科,可以说任何一个几何图形中都蕴含着一定的数量关系,而数量关系的表达往往都能够通过具体的图形 The famous mathematician Hua Luogeng once said: “Number and shape depend on each other, and you can divide it into two sides; when there are a few missing shapes, it is less intuitive and when you shape a few, it is difficult to understand.” The importance of solving questions. Therefore, in mathematics learning, students must consciously train and train their own combination of number and shape, and practice more in learning and practice, so as to improve the ability of mathematics thinking. First, the connotation and application principle of the idea of ​​number and shape combination The research on the relationship between spatial form and quantity constitutes the discipline of mathematics. It can be said that any geometric figure contains a certain quantitative relationship, and the expression of quantitative relations can often be passed Specific graphics