2014数学毕业论文模板(最终版).docVIP

本科毕业论文（设计） ( 2013 届) 院 系 数学系 专 业 数学与应用数学 姓 名 指导教师 职 称 摘 要 应用题一直都是高等数学中的一个重点内容，它将高等数学中的理论知识与实际应用相联系，通过练习应用题，我们可以很好地掌握高等数学中的理论要点，但是在我们所学的内容中，很少将高等数学中的应用题进行总结性的归类，我觉得在这方面做一下探讨很有必要.本文中主要是在我们学习了高等数学的基础上，进一步对高等数学中的应用题进行总结归纳.文章中主要分七个部分进行介绍：首先是引言部分，即介绍研究课题的意义、目的及本课题在国内外的发展概况及存在的问题，并对正文中的内容作大概介绍；其次是正文部分，即介绍六类高等数学中的应用题：高等数学中导数的应用、极值最值的应用、不定积分的应用、定积分的应用、微分方程的应用以及概率论的应用.其中先介绍理论知识，再根据理论给出相应的应用题，将抽象的知识直观化，进一步领悟数学的实际应用价值，达到潜移默化地培养学生应用数学的能力. 关键词：高等数学；应用题；实际应用ABSTRACT Application problem of higher mathematics has always been a key content of higher mathematics; it connects the theoretical knowledge of higher mathematics with the actual application. Through practicing it, we can better grasp the theoretical points of higher mathematics. But in the knowledge we learned, word problems are rarely conclusively classified, so I think that it is necessary to do some study about this aspect.This paper is aimed to further classify word problems in higher mathematics, it is mainly divided into two parts: the first part is the introduction, introducing the significance and purpose of the paper researched ,the development of this topic at home and abroad and the existing problems, and giving brief introduction of the body; then comes to the body part, it introduces six different word problems in higher mathematics, including application of derivative, extreme value and the most value, indefinite integral, definite integral, differential equation and theory of probability in higher mathematics. First is the introduction of the theoretical knowledge, second is the corresponding practice under the basis of theory to visualize the abstract knowledge, make the students understand the application value of mathematics, and cultivate students ability to apply mathematics by imperceptible influence. Key words: higher mathematics; application problem; practical applica