Studying How to train for USAPhO and IPhO

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To effectively prepare for the USAPhO and IPhO, it's essential to bridge the gap between the foundational physics concepts learned from Resnick and Halliday and the more advanced problem-solving skills required for these competitions. Utilizing additional resources such as Irodov, Kleppner and Kolenkow, Marion and Thornton, and Purcell can enhance understanding and problem-solving abilities. Regarding calculus, taking Calculus BC is a solid foundation, but familiarity with additional mathematical concepts, such as differential equations and linear algebra, may further benefit preparation for the physics competitions. Engaging with a variety of problem sets and advanced texts will help develop the necessary skills to tackle USAPhO and IPhO challenges.
Suhaas Bhat
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Hi, I am a freshman in high school (going into sophomore next September) and am trying to prepare for the IPhO. I was recommended to use Resnick and Halliday to learn the physics, and am currently doing that. However, I am still unable to solve USAPhO problems in areas that I have covered in Resnick and Halliday. How should I bridge the gap between Resnick and Halliday problems to USAPhO problems so that I am able to solve the harder USAPhO and IPhO problems? Also, how much calculus do I have to know for the USAPhO and IPhO? I am taking Calc BC next year, but I do not know if that is enough. Is there other math that I must learn?

Thanks,
Suhaas
 
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Suhaas Bhat said:
Hi, I am a freshman in high school (going into sophomore next September) and am trying to prepare for the IPhO. I was recommended to use Resnick and Halliday to learn the physics, and am currently doing that. However, I am still unable to solve USAPhO problems in areas that I have covered in Resnick and Halliday. How should I bridge the gap between Resnick and Halliday problems to USAPhO problems so that I am able to solve the harder USAPhO and IPhO problems? Also, how much calculus do I have to know for the USAPhO and IPhO? I am taking Calc BC next year, but I do not know if that is enough. Is there other math that I must learn?

Thanks,
Suhaas

My friend used Irodov. Not sure if this is sufficient. Also, take a look at books like Kleppner and Kolenkow, Marion Thorthon, Purcell.
 

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