Have you tried Demystified Calculus for a more student-friendly approach?

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The discussion centers on the "Demystified Calculus" series, specifically "Demystified Calculus" and "Demystified Advanced Calculus," which are designed to present calculus concepts without heavy reliance on mathematical jargon. Users appreciate the clear language and structured format, which includes tests at the end of each section and comprehensive chapter exams. The contrast is drawn with traditional textbooks, such as those by James Stewart, which are perceived as less student-friendly due to their complex terminology and assumptions about the reader's prior knowledge.

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  • Understanding of basic calculus concepts
  • Familiarity with traditional calculus textbooks
  • Awareness of educational methodologies in mathematics
  • Knowledge of assessment techniques in educational materials
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  • Research the "Demystified Calculus" series for comprehensive reviews
  • Explore alternative student-friendly calculus resources
  • Investigate effective teaching strategies for mathematics
  • Examine the impact of jargon on learning in STEM fields
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Students, educators, and anyone seeking a more accessible approach to learning calculus, particularly those frustrated with traditional textbooks.

harpazo
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I just purchased, through amazon.com, Demystified Calculus (covering the first-two semesters of Calculus) and Demystified Advanced Calculus (Calculus 3). I like the language used in both books, language that does not include math jargon.

Each book is divided into several sections with a test at the end of each section and a chapter exam covering several sections. Does anyone here know anything else concerning the Demystified Series in general? I have a James Stewart textbook that covers all three semesters of Calculus but it is not student-friendly.
 
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Part of communicating effectively in mathematics is learning the "jargon." I am not familiar with the "Demystified Calculus" series, but I would raise an eyebrow to a treatment of elementary calculus that does not include "math jargon." :D
 
For me, it is about understanding what is being said. You must agree that textbooks do not make things simple. Authors of math books always assume that readers understand mathematics at their level. This is a huge mistake.
 

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