数学是研究客观世界的空间形式和数量关系的学科,且数与形是数学的两种表达形式,数是形的抽象概括,形是数的直观表现 数形结合就是把抽象的数学语言与直观的图形结合起来,通过 以形助数 或 以数辅形 ,使得复杂问题简单化,抽象问题具体化,使抽象思维和形象思维相结合,通过图形描述 代数的论证来研究和解决数学问题的一种数学思想方法
Mathematics is the study of the objective world space form and quantity relationship between disciplines, and the number and shape are the two kinds of mathematical expression and the number is in the shape of abstract, form number is the number of intuitive performance form combination is to make the abstract mathematical language combined with intuitive graphics, through to form helps the number or the auxiliary form, makes complex problem simple, abstract questions, make the combination of abstract thinking and image thinking, through the graph description algebra to study of argument and a mathematical thinking method to solve the problem of mathematics
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