
数学论文摘要翻译成英文 高手请进
要翻译的内容如下:题目:由递推公式求数列通项摘要:由递推公式求数列通项等9种类型,及各种类型的解法进行分析其地位与作用。找出蕴含的数学素养及解决实际问题能力培养之间的辩证...
要翻译的内容如下:
题目:由递推公式求数列通项
摘要:由递推公式求数列通项等9种类型,及各种类型的解法进行分析其地位与作用。找出蕴含的数学素养及解决实际问题能力培养之间的辩证关系,无论在知识,还是在能力上,都是进一步学习其他数列对知识的基础。递推公式又有广泛的实际应用,是今后继续学习高等数学的基础知识,且能体现解决数列问题的通项通法,又可训练运算能力和推理能力及等价转化,函数方程,数形结合的重要数学思想方法。
关键词:递推公式类型;求数列通项的方法;数学思维及方法。 展开
题目:由递推公式求数列通项
摘要:由递推公式求数列通项等9种类型,及各种类型的解法进行分析其地位与作用。找出蕴含的数学素养及解决实际问题能力培养之间的辩证关系,无论在知识,还是在能力上,都是进一步学习其他数列对知识的基础。递推公式又有广泛的实际应用,是今后继续学习高等数学的基础知识,且能体现解决数列问题的通项通法,又可训练运算能力和推理能力及等价转化,函数方程,数形结合的重要数学思想方法。
关键词:递推公式类型;求数列通项的方法;数学思维及方法。 展开
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Topic: the recursive formula for the series -
Abstract: recursive formula for the series-of nine types, and various types of solutions for analysis of its status and role. Identify which contains the mathematical literacy and the ability to solve practical problems between the culture of the dialectical relationship between both knowledge, or in the capacity, is further studying other series on the basis of knowledge. The recurrence formula has extensive practical application, in the future continue to learn the basic knowledge of advanced mathematics, and can solve the series of problems - of-law, but also training in computing power and reasoning ability and equivalent transformation function equations, a few - the combination of the important mathematical way of thinking.
Abstract: recursive formula for the series-of nine types, and various types of solutions for analysis of its status and role. Identify which contains the mathematical literacy and the ability to solve practical problems between the culture of the dialectical relationship between both knowledge, or in the capacity, is further studying other series on the basis of knowledge. The recurrence formula has extensive practical application, in the future continue to learn the basic knowledge of advanced mathematics, and can solve the series of problems - of-law, but also training in computing power and reasoning ability and equivalent transformation function equations, a few - the combination of the important mathematical way of thinking.
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