Physics and Math teaching textbook reccomendations

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Discussion Overview

The discussion centers around recommendations for textbooks in physics and mathematics aimed at a high school student seeking to deepen their understanding of these subjects. The focus is on building a solid foundational knowledge before progressing to more advanced material.

Discussion Character

  • Exploratory
  • Technical explanation
  • Homework-related

Main Points Raised

  • One participant expresses a desire for deeper understanding in physics and mathematics, mentioning difficulties with the mathematical portions of the Feynman Lectures.
  • Another participant requests clarification on the student's current mathematical knowledge and specific areas of difficulty to provide better recommendations.
  • The student indicates they have covered algebra, basic statistics, and introductory calculus but feels unfulfilled due to a lack of depth and understanding of the reasoning behind derivations.
  • A suggestion is made to study Spivak's calculus book as a means to gain a deeper knowledge of calculus, noting that it includes proofs of derivative and limit laws.

Areas of Agreement / Disagreement

Participants have not reached a consensus on specific textbook recommendations, and multiple viewpoints regarding the best approach to deepen understanding remain. The discussion is ongoing and unresolved.

Contextual Notes

The discussion highlights the student's need for depth in understanding calculus and the reasoning behind mathematical concepts, but does not resolve the specific challenges faced or the appropriateness of the suggested resources.

Who May Find This Useful

This discussion may be useful for high school students seeking to improve their understanding of physics and mathematics, as well as educators looking for insights into student needs and textbook recommendations.

niranjanken
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Hey,
I'm a 16 year old at high school and I feel as if my Physics and Mathematical concepts are lacking in depth. I've tried reading the Feynman Lectures, but I always get lost on the mathematical portions. What would you suggest for me to build up a solid base in both these fields so I can move on to the more advanced stuff?

Thank you
 
Physics news on Phys.org
Hello,

Can you tell us what math you already know (what classes did you take).
And can you tell us somewhat more specifically what math you're having troubles with? It helps me giving a good recommendation.
 
I'm rin an extended math class, where we've already covered a majority of algebra, basic statistics and a touch of first order derivations in calculus, which isn't at all fulfilling, because we haven't been taught limitations and I (due to lack of depth) can't find a reason to derive. I'm not having touble per send, my issue lies in depth and not understanding why; if that makes any sense.
 
If you want to gain deep knowledge of calculus, then you'll need to work through Spivak's calculus book. It's a tough book, but I think it's what you're looking for. It gives proofs of the derivative laws, limit laws, integrals, etc.
 

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