How to succeed in college mathematics : a guide for the college mathematics student

How to succeed in college mathematics : a guide for the college mathematics student

xv, 622 pages ; 23 cm This book was written primarily to address the difficulties many college students face in their mathematics courses due to inadequate preparation. This is manifested by a lack of requisite mathematics knowledge and study skills needed to acquire this knowledge. However, success in mathematics means more than receiving a good course grade. This book will help low to high achieving students gain knowledge of their mathematics learning deficiencies, and how to overcome them. This book also addresses relevant non-mathematics issues students face, including having a job, organizing time, procrastination, lack of motivation, lack of confidence, and anxiety. These issues can negatively impact success in college, and in college mathematics. --- Author Includes bibliographical references (pages 607-610) and index Introduction -- College mathematics environment -- Outline of college mathematics courses and programs -- Mathematics prerequisites -- Examinations to obtain advanced placement or college credit in mathematics -- Scheduling a job, courses, and other activities -- Managing time -- Nature and evolution of mathematics -- Benefits of learning mathematics through emphasis on understanding and thinking in mathematics -- Changing beliefs, attitudes, and study methods -- Increase confidence and motivation, and decrease procrastination and anxiety -- Student and instructor responsibilities -- Choosing a mathematics instructor based on learning and teaching styles -- Learning mathematics through reading, writing, listening, discussion, and taking notes -- Reading a mathematics textbook -- Reading specific types of mathematics content -- Managing problem assignments in mathematics -- Using supplementary materials in mathematics -- Learning mathematics notation -- Technical aspects of writing mathematics -- Importance of problem solving and attributes of a problem solver -- The process of problem solving and development of problem-solving skills -- Obtaining assistance in mathematics -- Remembering, reviewing, and summarizing mathematics -- Self-evaluation of your progress in the course -- Preparing for unit and final examinations -- The mathematics examination committed to retain 20160630
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