As a year II physics major, when should I take linear algebra

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SUMMARY

Linear algebra is essential for physics majors, particularly for those pursuing graduate-level studies. Students at various universities typically take linear algebra in their first semester, often alongside calculus courses. The discussion emphasizes the importance of linear algebra in solving multivariate differential equation systems and understanding advanced physics concepts. Delaying this course can hinder a student's ability to grasp complex topics in physics, especially as they progress into their third year.

PREREQUISITES
  • Understanding of calculus, specifically Calculus III
  • Familiarity with differential equations
  • Basic knowledge of multivariable functions
  • Awareness of physics concepts related to special relativity
NEXT STEPS
  • Research the curriculum requirements for physics majors at your university
  • Learn about the applications of linear algebra in physics, particularly in multivariable calculus
  • Explore resources on solving multivariate differential equations using matrices and vectors
  • Investigate the relationship between linear algebra and advanced physics topics, such as quantum mechanics
USEFUL FOR

Physics majors, mathematics students, and anyone interested in understanding the foundational role of linear algebra in advanced physics studies.

sdefresco
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After seeing so much higher-level physics and proofing for special relativity, I imagine I'll need to take this at some point to continue do grad-level physics. I'm taking calc III at the start of year two, and then on to diff eq. When should I take linear algebra in that case? My adviser seemed to think I could wait to take it - and it's not even a requirement at my university's program - but seeing late classes convinces me that I need to take it at some point.
 
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At my university, physics students take linear algebra in their first semester of their first year together with the mathematic students. I can't imagine how a physicist doesn't use linear algebra.
 
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Tyler DeFrancesco said:
After seeing so much higher-level physics and proofing for special relativity, I imagine I'll need to take this at some point to continue do grad-level physics. I'm taking calc III at the start of year two, and then on to diff eq. When should I take linear algebra in that case? My adviser seemed to think I could wait to take it - and it's not even a requirement at my university's program - but seeing late classes convinces me that I need to take it at some point.
How did you manage to solve multivariate differential equation systems? With vectors, matrices and tensors basically everywhere in physics, I cannot understand the advice you've been given.
 
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Ar my university linear algebra is among the courses students take first. Trying to do any kind of advanced physics without linear algebra is like trying to fill a bathtub from a lake using only a teaspoon.
 
Take linear algebra with either of the other math classes. You'll probably be taking a lot of your physics classes your 3rd year, so take it before then.
 
Math_QED said:
At my university, physics students take linear algebra in their first semester of their first year together with the mathematic students. I can't imagine how a physicist doesn't use linear algebra.
I guess it's because this sort of stuff kind of gets integrated into our fundamental physics courses (the major-specific ones), as well as the calcs. Linear algebra is not usually taken until at least year 2 in my university it seems, unless you're an already-started math major. I know a lot of first-semester sophomores take it with multivariable, but I'll end up doing it with diff eq. My schedule is a little too loaded to take another math course.
 

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