Is Mu Alpha Theta's Problem Solving Text Worth It for Competition Math Prep?

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SUMMARY

The discussion centers on the value of Mu Alpha Theta's Problem Solving text for competition math preparation. Participants highlight the effectiveness of the AoPS (Art of Problem Solving) books, specifically volumes 1 and 2, which contain over 1000 problems from various competitions such as AMC, USAMO, and MATHCOUNTS. The text emphasizes the importance of "thinking outside the box" in solving math problems, a skill crucial for success in competitions. Additionally, the book "Count Down" is recommended for its insights into the Math Counts program and math olympics.

PREREQUISITES
  • Familiarity with competition mathematics concepts
  • Understanding of problem-solving strategies in mathematics
  • Knowledge of major math competitions like AMC and USAMO
  • Basic familiarity with the Art of Problem Solving (AoPS) resources
NEXT STEPS
  • Explore the AoPS books for advanced problem-solving techniques
  • Read "Count Down" for insights into Math Counts and math olympics
  • Research strategies for "thinking outside the box" in math competitions
  • Join the AoPS forum for community support and additional resources
USEFUL FOR

This discussion is beneficial for students preparing for math competitions, educators seeking effective teaching resources, and anyone interested in enhancing their problem-solving skills in mathematics.

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Read the new book Count Down. It's about the Math Counts program and the math olympics and it details the origin of some of these books. These competitions require the contesants to "think outside the box" about math problems and the books are about how to do that. Not the Polya, though. That's an old one by a leading mathematician of his day.
 
I have both AoPS books (volumes 1 and 2), and they are very good if you're at all interested in recreational or competition mathematics. They have over 1000 problems from actual competitions (AMC, USAMO, Mandelbrot, MATHCOUNTS, USAMTS, some olympiads), plus lots of examples, and so on.

In other words, good explanations, good problems, good maths.

P.S. Go to http://www.artofproblemsolving.com for more information on the books (including a table of contents) as well as a huge forum for all things mathematical.
 

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