How to study the Feynman lectures?

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SUMMARY

The discussion centers on effective strategies for studying the Feynman Lectures on Physics and the Irodov problem book. The participant suggests that students should approach the Feynman Lectures either before or after the corresponding topics are covered in class, depending on their comfort level. For the Irodov problems, it is recommended to solve a few problems from each section rather than attempting to complete all problems in one section, allowing for a broader understanding of physics concepts. The participant emphasizes the importance of using calculus tools while engaging with these materials.

PREREQUISITES
  • Feynman Lectures on Physics
  • Irodov Problem Book
  • Calculus fundamentals
  • Basic physics knowledge from previous courses
NEXT STEPS
  • Explore effective study techniques for the Feynman Lectures on Physics
  • Research problem-solving strategies for Irodov problems
  • Review calculus applications in physics
  • Study the Introduction to Mechanics by Kleppner and Kolenkow
USEFUL FOR

Students in physics courses, particularly those preparing for advanced topics, and anyone looking to deepen their understanding of physics through rigorous problem-solving and theoretical study.

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I got my final pick of books as extra readings/studying to supplement my rather deficient Physics C class. It's the Feynman lectures on Physics and Irodov problem book (and when my calculus is ready, I'll tackle Introduction to Mechanics by Kleppner and Kolenkow)

How do you think should I approach both books? What is a good way to study them? Should I start reading Feynman before the Physics C class covers that topic, or after we covered the topic in class? BTW, I already had a physics course last year (physics B, so I have a pretty broad base).

Do you think it's better to do all or most of the Irodov problems from 1 section, and then move on, or make a pick from each sections to get a more comprehensive view of physics?

Thanks.

PS: for anyone who solves Irodov problems, I feel your masochistic pain :) ; they are tough but super cool at the same time. I'm so happy with the book, I finally get to maximally use the calculus tools we learn!
 
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Doing all the problems in Irodov would take too long. Do a few problems until you feel comfortable with the material and move on to the next topic.
 
I know that love. The pleasure which you get in solving them is just superb. The beauty of the nature is unveiled for an undergrad student by irodov.
 

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