Prerequisites and Resources to learn Matrices

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SUMMARY

This discussion focuses on resources and prerequisites for learning matrix mathematics, specifically linear algebra. Participants recommend starting with online resources and suggest the book "Linear Algebra" by Jim Hefferon as a suitable self-study guide. It is noted that while calculus is typically studied before linear algebra, it is not a strict prerequisite for understanding matrices. Additionally, introductory resources such as the website "Math is Fun" provide foundational knowledge on matrices.

PREREQUISITES
  • Basic understanding of algebra, specifically college algebra concepts.
  • Familiarity with simultaneous linear equations.
  • Basic knowledge of dot multiplication and matrix operations.
  • Exposure to calculus concepts, although not required.
NEXT STEPS
  • Study "Linear Algebra" by Jim Hefferon for comprehensive self-learning.
  • Explore MIT OpenCourseWare for linear algebra courses.
  • Visit "Math is Fun" for introductory materials on matrices.
  • Review online resources for worked examples and practice problems in matrix mathematics.
USEFUL FOR

Students and self-learners interested in mastering matrix mathematics, particularly those transitioning from algebra to linear algebra concepts.

kieth89
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Could anyone let me know of a good resource that I could use to learn matrix mathematics? I'm not sure if that is the proper term for that segment of mathematics, but hopefully you get the gist of it. It can be a book or a website, does not matter to me. Also, any suggestions as to what I should study before delving into matrices? They seem to be quite different from things like polynomials at first glance.

Much Appreciated,
Josh
 
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Look for linear algebra resources - I never really got matrixes myself until I had to learn MATLAB ...

These days I'd suggest going online for the basics.
What level are you at?
 
Simon Bridge said:
Look for linear algebra resources - I never really got matrixes myself until I had to learn MATLAB ...

These days I'd suggest going online for the basics.
What level are you at?

As far as matrix math goes I've done dot multiplication and other things among that level, but it's been about 6 months so I'm probably pretty rusty. As far as general math education, I'm pretty high college algebra level/right before calculus (have looked at calculus a little bit, but not much).
 
kieth89 said:
As far as matrix math goes I've done dot multiplication and other things among that level, but it's been about 6 months so I'm probably pretty rusty. As far as general math education, I'm pretty high college algebra level/right before calculus (have looked at calculus a little bit, but not much).

Typically you study calculus before linear algebra.
 
Astrum said:
Typically you study calculus before linear algebra.

You should be fine without it, however.

https://www.amazon.com/dp/0980232716/?tag=pfamazon01-20

This is the book we 'used' for my underwhelming course in intro to LA, it's abit wordy, but that's good for self-study. I think there is also a MIT open course that follows this text, so that might make it even better for self-teaching. The book itself is pretty good.

You might want to get a reference or use a free online book for some examples and more worked problems.
 
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Student100 said:
You should be fine without it, however.

https://www.amazon.com/dp/0980232716/?tag=pfamazon01-20

This is the book we 'used' for my underwhelming course in intro to LA, it's abit wordy, but that's good for self-study. I think there is also a MIT open course that follows this text, so that might make it even better for self-teaching. The book itself is pretty good.

You might want to get a reference or use a free online book for some examples and more worked problems.

If they're interested in something proof based, I don't think they'd have the mathematical maturity without some experience with higher math.
 
Last edited by a moderator:
Astrum said:
If they're interested in something proof based, I don't think they'd have the mathematical maturity without some experience with higher math.

I wouldn't call calc at that level higher math, but I understand your point.

Still, it isn't required per say, so it's up to them if they want to follow through or not.
 
Astrum said:
Typically you study calculus before linear algebra.

You can study matrix algebra as soon as you study simultaneous linear equations, which can be in an algebra I or algebra II course in high school. Although you can use matrices and vectors in calculus, calculus itself is not a prerequisite for studying these concepts.

Here is a basic introduction to matrices and manipulating them:

http://www.mathsisfun.com/algebra/matrix-introduction.html
 
As far as matrix math goes I've done dot multiplication and other things among that level, but it's been about 6 months so I'm probably pretty rusty. As far as general math education, I'm pretty high college algebra level/right before calculus (have looked at calculus a little bit, but not much).
Sounds like you just need a refresher then ... the links above should be fine.
 
  • #10
I think I know where I need to go/what I need to look at next. Thank you all for the help!
 

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