...
首页> 外文期刊>PRIMUS >Who Takes College Algebra?
【24h】

Who Takes College Algebra?

机译:谁需要大学代数?

获取原文
获取原文并翻译 | 示例
           

摘要

The common understanding within the mathematics community is that the role of the college algebra course is to prepare students for calculus. Though exceptions are emerging, the curriculum of most college algebra courses and the content of most textbooks on the market both reflect that assumption. This article calls that assumption into question using data about college algebra students' subsequent mathematics course enrollments, intended majors, and grades in college algebra. Our study of enrollment patterns at the University of Nebraska at Lincoln and at a number of colleges and universities in Illinois show that it is a rare institution where more than 20% of the students taking college algebra are planning to major in a subject for which a year-long sequence in calculus is required, and a figure like 5% is to be expected for the percentage that will actually take a mathematically intensive major. Further, our data on college algebra grades by major at a two-year college show that the success rate is much lower than in other freshman courses. The implication of these data for curricular renewal or reform is that the content of the various courses before calculus should be distinguished to reflect (a) the general education needs of students, particularly those going into the humanities, (b) the preparatory needs of students majoring in the managerial, social and life sciences, for whom statistics and, in some cases, a one semester calculus course are the ultimate mathematical requirement, and (c) the calculus-preparatory needs of students going into the mathematically intensive sciences. The vast bulk of college algebra students fall into category (b). We expect that these students will continue to be the mainstay of the future college algebra course, though syllabi and textbooks must be redesigned to serve those students' needs most effectively.
机译:在数学界内部的普遍理解是,大学代数课程的作用是为学生准备微积分。尽管正在出现例外情况,但市场上大多数大学代数课程的课程表和大多数教科书的内容均反映了这一假设。本文使用有关大学代数学生随后的数学课程入学率,目标专业和大学代数成绩的数据,对该假设提出了质疑。我们对林肯内布拉斯加大学和伊利诺伊州多家大学的入学模式的研究表明,这是一所罕见的机构,超过20%的大学代数学生计划主修该学科的专业。微积分需要一年的时间序列,而实际需要数学密集型专业的百分比预计将达到5%之类的数字。此外,我们关于两年制大学专业代数成绩的数据表明,成功率远低于其他新生课程。这些数据对课程更新或改革的含义是,应将微积分之前各课程的内容加以区分,以反映(a)学生的一般教育需求,特别是进入人文学科的学生的(b)学生的预备需求管理,社会和生命科学专业的学生,​​统计学和在某些情况下需要一学期的微积分课程是最终的数学要求,并且(c)进入数学密集型科学课程的学生的微积分准备需求。绝大多数大学代数学生属于(b)类。我们希望这些学生将继续成为未来大学代数课程的主体,尽管必须重新设计教学大纲和教科书以最有效地满足这些学生的需求。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号