Which resources should I use to prepare for the F=ma contest and USAPhO?

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SUMMARY

The discussion focuses on preparing for the F=MA contest and USAPhO, emphasizing the importance of selecting appropriate textbooks. Participants recommend starting with Taylor's "Classical Mechanics" for its accessible introduction to fundamental concepts, followed by David Morin's "Introduction to Classical Mechanics" for a deeper understanding. The AAPT website is suggested for assessing weaknesses through problem sets. Additionally, Walter Lewin's YouTube lectures are highlighted as valuable supplementary resources.

PREREQUISITES
  • Familiarity with basic physics concepts, including Newton's laws and conservation laws.
  • Understanding of calculus fundamentals to tackle advanced problems in classical mechanics.
  • Experience with problem-solving strategies in physics.
  • Access to resources like the AAPT website for practice problems.
NEXT STEPS
  • Study Taylor's "Classical Mechanics" to build foundational knowledge in physics.
  • Progress to David Morin's "Introduction to Classical Mechanics" for advanced problem-solving.
  • Utilize the AAPT website to identify and work on specific weaknesses in physics.
  • Watch Walter Lewin's physics lectures on YouTube for engaging and informative content.
USEFUL FOR

This discussion is beneficial for high school students preparing for physics competitions, educators seeking effective teaching resources, and anyone interested in enhancing their understanding of classical mechanics.

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What textbook should I go through to be prepared for the F=MA contest and advance to USAPhO? Is Khan Academy AP Physics Enough? I have started HRK Physics but it seems to me to be quite boring, and out of ~50 practice problems at the end of each chapter I would say ~4-5 of them are interesting and actually difficult enough to be intellectually stimulating.
 
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Thanks, I will definitely do that but I also want to learn for fun from a textbook. Currently I am deciding between David Morins Introduction to Classical Mechanics and Taylor's Classical Mechanics? Which is better?
 
Morin's textbook (especially the problems) is much more difficult and is not for the novice, in my opinion. Of course, if you're able to work through it you will end up with a much better and deeper understanding of the subject. I especially liked the chapters devoted to special relativity in this regard - solving all the problems leaves you with a clear and thorough understanding of this beautiful theory (at this level of sophistication).

Taylor's is much friendlier as an introductory book and introduces all the basic stuff (Newton's laws, conservations laws, oscillations and normal modes, Kepler's problem, rigid bodies, non-inertial frames, collision theory, Lagrange's and Hamiltonian formulaiton, special relativity, even some chaos and continuum mechanics) in a very clear and lively manner. This is a very good book (as is Morin's) and Taylor is a great expositor. Though this book is not that advanced. I recommend starting with Taylor first, and the read Morin's one as a second textbook. Don't think you can just go for the latter, without having some skills and experience in classical mechanics.

Both books are pitched at the undergraduate level, so you better have studied some freshman physics course already.
 
For context, I am a freshman in high school, and I therefore i have little knowledge of physics relative to an entire year's course (basically nothing more than free-body diagrams). I think I will do Barron's E-Z Physics and Khan Academy, brush up on calculus then go into Morin from there
 
ShreyJ said:
For context, I am a freshman in high school

Morin has another physics book that is aimed at high school AP students, and is intended as a stepping stone to his university text. It’s still calculus-based but the problems are more accessible and includes discussions on problem solving strategies.

https://www.amazon.com/gp/product/1482086921/?tag=pfamazon01-20

As a bonus, the book is quite inexpensive!

I also recommend Walter Lewin’s physics lectures on YouTube for their excellent content and sheer fun.

https://m.youtube.com/channel/UCliSRiiRVQuDfgxI_QN_Fmw/playlists
 

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