数学建模,似乎要求高深的数学知识,但事实上,我们在教学中,常常用到数学建模知识,数学建模是对实际问题进行抽象、简化,建立数学模型。求解数学模型,解释验证等步骤组成过程,简单程序是:现实世界的问题或情况简化为现实模型,然后翻译成数学模型,运用数学方法,计算机工具求数学 Mathematical modeling seems to require profound knowledge of mathematics. However, in fact, we often use mathematical modeling knowledge in teaching. Mathematical modeling abstracts and simplifies practical problems and establishes mathematical models. Solve mathematics model, interpret and verify, and other steps compose the process. The simple procedure is: Real-world problems or situations are simplified into realistic models, then translated into mathematical models, using mathematical methods, computer tools to find mathematics