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所在平台: Udemy |
课程主页: https://www.udemy.com/course/college-algebra-n/
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**课程名称：大学代数 (College Algebra)** **课程概述：** 本课程旨在为大学生提供大学水平的代数原理。学生将理解数值和代数关系，学会将问题转化为数学术语，选择、应用和沟通恰当的解题技巧，并解释解题结果。 **总体目标：** * 培养逻辑和批判性思维。 * 运用抽象实体进行推理。 * 增强应用数学技能解决问题的信心。 * 认识代数在归纳和解决问题中的作用。 **课程学习成果：** * 识别和应用模型，使用算术、代数、几何、高阶思维或统计等多种方法解决涉及二次表达式的现实问题。 * 通过口头、数值、图形或符号等多种方式评估基本的代数信息。 * 运用数学推理和逻辑技能，发展令人信服的数学论证，以解决代数问题。 * 深入理解和解释代数模型（如公式、图表、表格或示意图），并从中得出推论。 * 认识到代数是一门不断发展的学科，与人类文化相互关联，并理解其与其他学科的联系。
COURSE DESCRIPTIONThis course will expose students to the principles of algebra for the college level. Students will get an understanding of numerical and algebraic relationships and be able to formulate problems into mathematical terms, select, apply and communicate appropriate techniques of solution and interpret the solutions in terms of the problem.GENERAL OBJECTIVESAt the end of the course students should be able to:Think logically and criticallyReason using abstractentitiesHave confidence to apply mathematical skills to develop appropriate solutionsAppreciate the use of algebra in making generalizationsAppreciate the use of algebraic techniques in solving problemsCOURSE LEARNING OUTCOME Identify and apply models and solve real-world situations with quadratic expressions using a variety of methods, including, but not limited to, arithmetic, algebraic, geometric, higher-order thinking, or statistical methodsEvaluate basic algebraic information by a variety of methods, including, but not limited to, verbal, numerical, graphical or symbolic.Demonstrate the ability to develop convincing mathematical arguments, using mathematical reasoning skills and logic in order to solve algebraic problemsDemonstrate an in depth understanding and interpret algebraic models, such as formulas, graphs, tables or schematics, and draw inferences from themDevelop the view that algebra is an evolving discipline, interrelated with human culture and understand its connections to other disciplines.
