Choosing College Classes: Deciding Between Calculus and Linear Algebra for CS

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The discussion revolves around a college student's dilemma regarding math course enrollment, specifically the requirement to take a pre-calculus placement test before advancing to calculus. The student is currently enrolled in a linear algebra class and is uncertain whether to focus on calculus or remain in linear algebra. Participants emphasize the importance of taking as many math classes as possible, noting that both calculus and linear algebra are relevant for a computer science major. The consensus suggests that foundational math skills are crucial for future studies and career prospects in fields like computer science. Overall, the advice leans towards taking the placement test to pursue calculus.
Chromium
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Hey everyone,

I recently went to enroll for classes for my first quarter of college. However, I have a bit of a dilemma (or so I think). When I left high school I assumed the university would see on my final transcript that I took pre-calculus (I got a B+), and that I would be allowed to take calculus. As it turns out, the school requires that I take a pre-calculus placement test before I'm allowed to go directly into calculus. So for the moment, I am currently enrolled in a linear algebra class. I think I should just take the test so I can go into calculus, but then again I'm not 100% sure what I should do. My questions are:

Is it absolutely necessary that I start out in calculus, or can I just start in linear algebra?

Is linear algebra even that important in CS?

Thanks again
 
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uhh, I don't know what you mean by CS... but if you are taking physics 1 I think you will need calculus, btw I recently took a calculus placement exam (for NYU)... it was all trig and algebra, easy as pie...
 
Sorry about that, by CS I meant computer science. I'm a computer science major.
 
Chromium said:
Is linear algebra even that important in CS?
Is calculus?
Seriously, take all the maths classes you can - it's hard to pick up maths by yourself later.
Don't worry too much about exactly how relevant something is going to be later - can you predict everything you are going to need to know in the next 50 years?
 
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