【摘 要】
：
数学是思维的体操,是解决实际问题的工具,而列方程解应用题是用数学解决实际问题的初级形式。 列方程解应用题包括审题、设元、列方程、解方程、检验、答案等六个步骤,其中
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数学是思维的体操,是解决实际问题的工具,而列方程解应用题是用数学解决实际问题的初级形式。 列方程解应用题包括审题、设元、列方程、解方程、检验、答案等六个步骤,其中关键的一步是列方程,即建立已知量与未知量之间的关系等式。应用题中的已知量与未知量是丰富多采的,它们之间的关系也是变力化的。“教学有方,但无定法”,这说明“列方程”的
Mathematics is the gymnastics of thinking, and it is a tool to solve practical problems. The application of solving equations in columns is the primary form of using mathematics to solve practical problems. The application of the column equation solution includes six steps, such as examining questions, setting elements, equations, solving equations, tests, and answers. The key step is the column equation, which is to establish the relationship equation between the known quantity and the unknown quantity. The known and unknown quantities in the application questions are rich and varied, and the relationship between them is also changed. “Teaching is well-organized, but there is no set law,” which explains “column equations”
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