What kind of math do I need for a physics major?

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SUMMARY

A physics major requires a solid foundation in various mathematical concepts beyond basic algebra. Essential topics include matrix algebra, complex numbers, vectors, and probability, particularly for applications in statistical mechanics. Mastery of calculus (levels 1, 2, and 3) and differential equations is also crucial for advanced studies. Reviewing these areas will significantly enhance understanding and performance in physics coursework.

PREREQUISITES
  • Calculus 1, 2, and 3
  • Differential Equations
  • Matrix Algebra
  • Complex Numbers
NEXT STEPS
  • Review Matrix Algebra techniques and applications
  • Study Complex Numbers and their relevance in physics
  • Learn about Vectors and their use in physics problems
  • Explore Probability theory, especially in relation to statistical mechanics
USEFUL FOR

Students pursuing a physics major, educators teaching physics, and anyone interested in the mathematical foundations necessary for understanding advanced physics concepts.

relativitydude
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Specifically for the final two years, can I get by with algebra 1? I kid, I kid. I am done with calc1+2+3 and differential equations but is there any other type of math should I review i.e. iMath, matrix math, etc.
 
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I don't know what kinda stuff you do in algebra 1 or calc 1, 2,3 or differential equations, but yeah, matrix algebra is useful. Complex numbers are too, vectors also. Probability will also help if you do any statistical mechanics.
 

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