Mastering MATH2405: Tips for Success from a Determined 2nd Year Student

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The discussion centers around a new student seeking advice on succeeding in a second-year math course (MATH2405) that covers ordinary differential equations and vector calculus. The student has a background in high school math but has not studied mathematics since 2009. They are looking for resources to prepare, particularly in single variable calculus, multivariable calculus, and linear algebra, as recommended by others. Key points include the importance of having a solid foundation in single variable calculus before tackling differential equations and the potential usefulness of linear algebra concepts, even if it's not a strict prerequisite. There is a consensus that the student may struggle without the necessary prerequisites and that they should confirm their course requirements with their professor. The student plans to focus on single variable calculus and linear algebra alongside their current coursework to build confidence and competence in the subject matter.
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Hello, I am new to this forum. I'm sorry in advance if this is the wrong place to post.

I am doing a 2nd year math course where I learn about ordinary differential equations and vector calculus. Quick overview of learning objectives for this course can be found here http://studyat.anu.edu.au/courses/MATH2405;details.html)

My background is that I am a 1st year math/physics undergrad student, last year I took a gap year, so I graduated high school in 2010 but haven't taken a math class since 2009. The math that I have learned up to is basically a standard high school math education (Full syllabus can be found here for those that want to compare with the MATH2405 http://www.cie.org.uk/qualifications/academic/uppersec/alevel/subject?assdef_id=756)

What do I need to know in order to do well in MATH2405? My other courses are relatively easy, so I can spend most of my time on this. I was told to look at 18.01 (Single Variable Calculus), 18.02 (Multivariable Calculus) and 18.06 (Linear Algebra) from the MIT OCW lectures, but I was wondering if there were other/better resources that would also be useful.

Also, I feel like I gain confidence by spamming problems (and confirming that I get them correct). Are there any places where there are a lot of math problems with answers?

Thanks in advance.
 
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Single variable calculus is usually a prerequisite for ordinary differential equations and multivariable calculus is usually a prerequisite for vector calculus.

Is there any way that you can drop the course and take calculus instead?
 
No, but I feel like I can pick it up relatively quickly.

Do I not need to know linear algebra for O.D.E. and V.C.?
 
it sounds like you are in the wrong classes. the simple answer is to take those prerequisites instead.
 
I don't know if this is pertinent, but at my university, Vector Calculus and Multivariable Calculus were the same course. Differentiable Calculus was called Calculus I, Integral Calculus was called Calculus II, and the aforementioned course was Calculus III. I learned vectors in my Physics and Engineering courses long before I took Calc III, however, so it really wasn't a big deal. I haven't taken any Tensor Calculus or anything, though, so I don't feign omniscience when it comes to vectors.

I mentioned this so you know you can learn Vector Calculus and Multivariable Calculus simultaneously.
 
since as mentioned there are many different names for the same courses, as well as many ways to teach a class thaT AFFECT THE PREREQUIsites needed, this question should be asked of your professor.
 
achacttn said:
No, but I feel like I can pick it up relatively quickly.

Do I not need to know linear algebra for O.D.E. and V.C.?

It's possible that you could pick up the material, but it'd be much easier after you learn single variable calculus. In fact, most schools require single variable calculus as a prerequisite for differential equations and multivariable calculus must be taken concurrently. Linear algebra is usually not a requirement, but a general idea of matrices and determinants would be useful.
 
achacttn said:
What do I need to know in order to do well in MATH2405? My other courses are relatively easy, so I can spend most of my time on this. I was told to look at 18.01 (Single Variable Calculus), 18.02 (Multivariable Calculus) and 18.06 (Linear Algebra) from the MIT OCW lectures, but I was wondering if there were other/better resources that would also be useful.

How the @&#$ did that happen?! As somebody who has done A-Level Maths (under CIE), I think that what you're doing is...insane. A-Level Maths just does not prepare you for that that kind of advanced work, especially if the last time you saw any math was in 2009!

Have you done the prerequisites? Judging from your initial post, where you're asking about intro courses, I doubt it. If you have, ignore what I just said.
http://studyat.anu.edu.au/courses/MATH1115;details.html and the course that comes after it.
 
There is a prereqisite of Math 1116 listed, and following that link shows that course has a prerequisite of Math 1115. If you haven't taken those courses, I don't even know why you were allowed to register for the one you're in.
 
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For those wondering how I enrolled in this course without taking the pre-requisites, my program that I am currently in is not a BSc, and the course co-ordinator gives permission codes for people that want to do courses which usually require a pre-req. My other classes are standard 1st year classes, so I think I can focus the majority of my time for this math one.

Thanks for all the responses. Multivariable calculus is indeed taught at the same time as differential eq / vector calc, so I'll watch those last (probably at the same time as doing through the actual course material). For now, I think I will need to do single variable and linear algebra.
 
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