Re-Learn Math for Physics Olympiad

  • #1
zero00
1
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Hi, PF

Currently I am trying to re-learning high school mathematics (because my high math school is bad) for university physics Olympiad in my country, the topic to be tested is.

1. Mechanics
2. Electromagnetism
3. Thermodynamics
4. Statistical Physics
5. Quantum Mechanics
6. Modern physics

My plan. First, I will be learning about learning how to learn, second, I will enrol Introduction to Mathematical Thinking Course and then I will re-learn high school mathematics. My questions is :
1. Do you have recommendations (books) for re-learning high school mathematics from algebra to calculus or is out there available books that cover all high school mathematics ?
2. Do you have recommendations (mathematics books) for all or each topic above?
3. Do you have suggestions or critics about my plans?

Thanks.
 
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  • #2
I would go to the site mathispower4u.com and start off going through each video. Since you're trying to do this without a teacher then going through each video makes sense.

While self learning can work using books, getting a kind of feedback of doing a problem in a video and then seeing how its solved will really help you progress. The videos are listed and are quite complete.

Alternatively, you could consider khan academy videos as well.

At the high school level, you'll need to be familiar with:
- algebra
- geometry
- trignometry
- precalculus

At the college level:
- Calculus 1,2,3
- differential equations
- linear algebra
- statistics

A good study guide would be:
- Schaums Outlines Physics for Engineering and Science
- or the AP/IB Physics book by Tsokos (1st year college Physics)

Of course, you'll need to go over some Physics Olympiad problem sets and learn how to take the test ie best practice test strategies.

Remember to be insistent, persistent and consistent in your studies ie insist that your studies take priority, persist don't put them off, practice consistently on a daily basis.
 
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FAQ: Re-Learn Math for Physics Olympiad

What are the essential math topics I need to re-learn for the Physics Olympiad?

The essential math topics you need to re-learn for the Physics Olympiad include algebra, trigonometry, calculus (differentiation and integration), complex numbers, and linear algebra. These areas form the foundation for solving complex physics problems and understanding advanced concepts.

How much time should I dedicate daily to re-learning math for the Physics Olympiad?

The amount of time you should dedicate daily depends on your current proficiency and the time available before the Olympiad. However, a general recommendation is to spend at least 1-2 hours daily focused on math practice and problem-solving to build a strong foundation and improve your skills.

Are there any recommended resources for re-learning math for the Physics Olympiad?

Yes, there are several recommended resources for re-learning math for the Physics Olympiad. Some popular ones include "Mathematical Methods in the Physical Sciences" by Mary L. Boas, "Problems in General Physics" by I.E. Irodov, and online platforms like Khan Academy, Brilliant.org, and Paul's Online Math Notes.

How can I effectively integrate math practice with physics problem-solving?

To effectively integrate math practice with physics problem-solving, start by identifying the math concepts directly related to the physics topics you are studying. Practice these math concepts through physics problems, ensuring you understand how the math applies to physical scenarios. Regularly solving physics problems that require mathematical solutions will help reinforce both subjects simultaneously.

What strategies can I use to overcome difficulties in understanding complex math concepts?

To overcome difficulties in understanding complex math concepts, break down the concepts into smaller, manageable parts and study them step-by-step. Use visual aids like graphs and diagrams to better understand abstract ideas. Practice regularly with a variety of problems, and seek help from teachers, online forums, or study groups when needed. Consistent practice and seeking clarification when stuck are key strategies for mastering complex math concepts.

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