| 数形结合:数学解题方法归类叙论简 |
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| 引用本文： | 尚会妍.数形结合:数学解题方法归类叙论简[J].天津市财贸管理干部学院学报,2014(1):86-87,90. |
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| 作者姓名： | 尚会妍 |
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| 作者单位： | 天津商务职业学院,天津300221 |
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| 摘 要： | 数形结合是解决数学问题的一种重要思想方法，在数学教学中占有重要地位。它是通过“以形助数。以数解形”的巧妙应用，使复杂问题简单化、抽象问题具体化，使问题能够轻松得到解决，从而起到事半功倍的效果。
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| 关 键 词： | 数形结合 以形助数 |
Symbolic-graphic Combination： An Analysis on Classification of Mathematic Problem-Solving Methods |
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| SHANG Hui-yan.Symbolic-graphic Combination： An Analysis on Classification of Mathematic Problem-Solving Methods[J].Journal of Tianjin Institute of Financial and Commercial Management,2014(1):86-87,90. |
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| Authors: | SHANG Hui-yan |
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| Institution: | SHANG Hui-yan (Tianjin College of Commerce, Tianjin 300221 ) |
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| Abstract: | As an important method to solve mathematic problems, symbolic-graphic combination plays a very important role in mathematics teaching. By ＂combining numbers with shapes＂, a complicated problem can be simplified and an abstract one embodied. As a result, some difficult mathematical problems can be solved in a simple way, getting twofold results with half the effort. |
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| Keywords: | Symbolic-graphic Combination combining numbers with shapes |
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