Textbooks to qualify for USAPhO?

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SUMMARY

For preparation for the F=ma exam and USAPhO, "Fundamentals of Physics" by Resnick, Halladay, and Walker is recommended as a solid starting point, especially for beginners. David Morin's "Introduction to Classical Mechanics" is acknowledged as more challenging for first-time readers, while Taylor's "Classical Mechanics" is suggested as an alternative. It is crucial to engage with numerous problems, with Irodov's problems in general physics being highlighted as beneficial. A foundational understanding of introductory physics is advised before tackling advanced texts.

PREREQUISITES
  • Basic understanding of classical mechanics
  • Familiarity with calculus concepts
  • Experience with problem-solving in physics
  • Knowledge of introductory physics principles
NEXT STEPS
  • Explore "Fundamentals of Physics" by Resnick, Halladay, and Walker
  • Study "Introduction to Classical Mechanics" by David Morin
  • Practice Irodov problems in general physics
  • Review Taylor's "Classical Mechanics" for advanced concepts
USEFUL FOR

Students preparing for the F=ma exam and USAPhO, educators seeking effective teaching resources, and anyone looking to strengthen their understanding of classical mechanics and problem-solving in physics.

Jim Bob
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What textbook should I get for preparation for f=ma granted I literally know nothing in physics as of now?
I've heard David Morin's "Introduction to Classical Mechanics" is nice as well as "Fundamentals of Physics" by Resnick, Halladay, and Walker.
Is there a textbook which I can use for both f=ma and USAPhO prep? (Like classical physics and calculus/advanced physics in one book)
 
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Jim Bob said:
I've heard David Morin's "Introduction to Classical Mechanics"
is pretty hard for a first reader. Look at Taylor's Classical Mechanics instead. Still, the author recommends to do some intro "freshman physics" before starting with more specialized literature.
 
For F=ma & USAPhO prep, whatever book you choose, doing a lot of problems is key. I personally like irodov problems in general physics. Here's a list of resources, but these are a bit more on the advanced side for F=ma. For more straightforward, I would just pick halliday resnick that's plenty to work with already.

https://activities.tjhsst.edu/physics/resources.html
 

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