Question

数学 极限问题 英语翻译

帮忙翻译一下以下这一段，要正式！
“极限概念是由于求某些实际问题的精确解答而产生的，已成为数学分析中最基本、最重要的概念,是微积分理论的基础。由于数学分析中的许多重要概念,如连续、导数微分和积分等都要用极限概念来表达,有些运算方法也是建立在极限概念基础上，因此掌握极限概念的理论和求极限的方法，对学习数学分析来说是非常重要的。本文以极限的几种求法为线索，以实用性为原则，着重探讨了极限问题中应注意的问题，并对其反问题及多元函数的极限进行了一定的探讨。”
1L辛苦了，可惜是机器翻译的，不准确，所以分不能给你

Answer 1

The concept of limit is due to seek answers to some of the practical problems arising from the precise, mathematical analysis has become the most fundamental and important concept is the basis of calculus. As many important mathematical analysis concepts, such as continuous, derivative so use differential and integral to express the concept of limit, some calculation methods are based on the concept established in the limit, so to grasp the concept of limit Limit of theory and method, analysis of learning mathematics is very important. In this paper, the limit Several Methods for clues to the principle of practical, focused on the ultimate question should pay attention to the problem, and the inverse problem and enter the limits of Function

Answer 2

"Extreme concept is due to some actual problems; the accurate solution and of generation, has become the most basic mathematical analysis and most important concept, it is because of theoretical basis of calculus in mathematical analysis. Many of the important concepts such as continuous, derivative differential and integral calculus etc. All want to use limit concept to express, and some computation method is established based on the concept of limit, so grasp the concept of limit theory and the method of ask limit for learning mathematics analysis is very important. This article to limit as a clue, several method in practical for the principle, and discusses the limit of the problems should pay attention to, and its inverse problem and multivariate function limit discussed a."

Answer 3

\u0026quot;The concept of limit is due to seek answers to some of the practical problems arising from the precise, mathematical analysis has become the most fundamental and important concept is the basis of calculus. As many important mathematical analysis concepts, such as continuous, derivative so use differential and integral to express the concept of limit, some calculation methods are based on the concept established in the limit, so to grasp the concept of limit Limit of theory and method, analysis of learning mathematics is very important. In this paper, the limit Several Methods for clues to the principle of practical, focused on the ultimate question should pay attention to the problem, and the inverse problem and enter the limits of Function

Answer 4

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