Using Alternate Texts for Studying: Is it Common?

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Discussion Overview

The discussion revolves around the use of alternate textbooks for studying mathematics, specifically calculus. Participants share their experiences with different texts and their effectiveness in understanding the material, exploring the commonality of this practice among students.

Discussion Character

  • Exploratory, Conceptual clarification, Debate/contested

Main Points Raised

  • One participant expresses difficulty with their current textbook (Thomas) and finds an alternate text (Stewart) more comprehensible, suggesting a plan to use both for studying.
  • Another participant agrees with the idea of using additional textbooks, noting that they often check out multiple resources from the library for their courses.
  • A different participant mentions starting Calc 2 with the Stewart book but finds it harder than the previous book (Briggs and Cochran) used for Calc 1, indicating a desire to acquire another text for a different perspective.
  • One participant suggests that while using alternate texts may not be common, it can be beneficial as different authors' styles resonate differently with students. They mention a course structure that allows for a primary text and a selection of secondary texts, highlighting the diversity of resources available.

Areas of Agreement / Disagreement

Participants generally agree that using alternate texts can be helpful, but there is no consensus on how common this practice is among students. Some believe it is uncommon due to a lack of consideration for additional resources, while others advocate for exploring various texts.

Contextual Notes

Participants acknowledge that students may have different preferences for textbook styles, and the effectiveness of a text can vary based on individual learning needs. There is an implication that the choice of textbooks may depend on personal experiences and teaching approaches.

Who May Find This Useful

Students studying mathematics or related fields, educators considering textbook selection, and individuals interested in alternative learning resources may find this discussion relevant.

USN2ENG
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How many of you end up using an alternate text to study the material. Is this pretty common or uncommon? For instance, my Calc III book (Thomas) are like water and oil, but for some reason I understand the Steward Calc book (what I used for calc 1) so much better.

My plan is to study the sections from the Stewart book and then do the problem sets from the Thomas book to be used to the types of problems the professor throws at us.

Does this sound reasonable?
 
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Sure, that's reasonable. Whenever I take a physics or math class, I almost always go to the library and check out a few additional textbooks on the subject.
 
I am just starting Calc 2 using the Stewart Calculus book, but I'm finding it harder to understand than the book I used for Calc 1 (Calculus by Briggs and Conchran). I wish I still had that book.

I think I will be buying an additional Calculus book to try and get a different perspective on the subject, but the library sound like a good place to start.
 
It's probably not common, but only because many students just don't give that much thought to their books and just get whatever is assigned. It's a good idea, and it is true that some authors' styles appeal better to some students than others. There's no harm in exploring other resources if they help. In one course I teach, there's one primary text that's required, but then students will need a secondary text for which we provide a list of acceptable examples, but don't require any specific one. They all contain the same essential information we require the students to learn, but present it in different ways. Some students prefer one, some prefer another, some get multiple books because they like aspects of both, etc.
 

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