| 由线性递推公式求数列的通项 |
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| 引用本文： | 毛建生.由线性递推公式求数列的通项[J].泸州职业技术学院学报,2009(1). |
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| 作者姓名： | 毛建生 |
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| 作者单位： | 泸州职业技术学院; |
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| 摘 要： | 由线性递推公式求数列的通项,在高中数学考试,大学数学考试经常出现。特别是计算机软件设计中应用更是广泛。本文就高考数学中出现的线性递推公式求数列的通项的问题,通过初等数学和高等数学来解决。体会它们的相同和差异特点。
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| 关 键 词： | 高考数学试题 线性递推公式 差分方程 |
Solutions to General Term of Progression by Means of Linear Recurrence Formula |
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| Mao Jiansheng.Solutions to General Term of Progression by Means of Linear Recurrence Formula[J].Journal of Luzhou Vocational Technical College,2009(1). |
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| Authors: | Mao Jiansheng |
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| Institution: | Luzhou Vocational and Technical College;Luzhou;Sichuan;646005 |
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| Abstract: | The problems of how to find solutions to general term of progression by means of linear recurrence formula occur frequently in high school and college examinations, particularly in computer software design.The paper attempts to find the solution to the general term of progression by means of linear recurrence formula in college entrance mathematics examination questions using methods of elementary mathematics and higher mathematics to find the similarities and differences. |
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| Keywords: | higher mathematics examination questions Linear Recurrence Formula difference equation |
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