- #1
tronter
- 185
- 1
I am by training a math major. I have not taken any physics courses. If I want to self study mechanics, could I start of with Thorton/Marion?
What Math level should I be at before I purchase this book? It is much cheaper than Kleppner's booktrinitron said:Marion and Thornton is perhaps the undergraduate physics book I've had to deal with. It really is just awful. As a math major I think you'll find it even worse than most physicists do. If your math is strong enough, check out Arnold: https://www.amazon.com/dp/0387968903/?tag=pfamazon01-20
For an introductory book with much easier math requirements look at Kleppner's Introduction to Mechanics book.
If you want to maintain your sanity skip Thornton.
No, you don't need to.tronter said:If I go through Kleppner/Kolenkow, is there a need for me to go through standard books like Halliday and Resnick for mechanics?
tronter said:After this I am planning to study Berkely Vol. 2 E&M.
"Self-Studying Mechanics as a Math Major: Thornton/Marion Guide" is a comprehensive guidebook designed for math majors who wish to self-study mechanics. It covers the fundamental concepts and applications of mechanics, and provides practice problems and solutions for self-assessment.
Mechanics is a fundamental branch of physics that deals with the motion and forces of objects. It provides a strong foundation for understanding other fields of physics and engineering, and is also highly applicable in various real-world scenarios. For math majors, studying mechanics can enhance their problem-solving skills and analytical thinking abilities.
The Thornton/Marion Guide is designed for self-study, so math majors can use it as a self-paced learning resource. The guide provides clear explanations of concepts and examples, as well as practice problems and solutions for self-assessment. Math majors can also use the guide to supplement their coursework or as a review for exams.
The Thornton/Marion Guide assumes a basic understanding of calculus and linear algebra. It also helps to have a strong foundation in trigonometry and algebra. If a math major is unfamiliar with these concepts, it may be helpful to review them before using the guide.
While the guide is specifically designed for math majors, it can also be useful for non-math majors who have a strong background in mathematics. However, it may be more challenging for non-math majors to use the guide without prior knowledge of calculus and linear algebra. It is recommended to have a solid understanding of these subjects before using the guide for self-study.