<p>Hello,
I'm currently a student at the community college and as of right now my major is
in Business/Economics this is dependent on which schools I get accepted to. </p>
<p>The math series I'm taking is not the traditional one
its called Short calculus aka Analytic Geometry and Calculus I and II. It's intended for business, technology, social and life science majors.</p>
<p>I'm taking it because I'm not going to study anything in engineering or physics. I also like how it seems more applied.</p>
<p>(In the future if I was thinking of taking multivariable calculus, and or Linear Algebra and Differential equations if I feel and if you guys think I'm prepared for it)</p>
<p>My question is if the math series I'm taking will give me enough ground or an adequate foundation to take MVC and or LA or DE? (Would preferably like to here from someone who has taken MVC)
It's probably a fact that I will be missing some information from the regular series but I can probably pick those up over a break? I mean if it's not realistic I'll stop after short calc II.</p>
<p>Schools I will be applying to are UCB, and 3 other UC's and 2 privates. </p>
<p>As I was researching I noticed that some universities offer a more applied series of Calculus (like Princeton, UCSC, Harvard and many other schools) and up to MVC, LA, DE for Economists and etc since they wont need the hardcore technical stuff from engineering. The sad thing is my community college doesn't offer this kind of series past the second calculus class.
Anyways sorry if I'm rambling on. If someone could look over these two syllabus and see if they're adequate preparation for MVC that would be great. Perhaps even mention material I should learn or go over if I were to take MVC?</p>
<p>Here is the Syllabus for the two short Calculus classes.</p>
<p>My college will allow me to jump into MVC if I'm up for it. (Got in A for the first class and have an A in the second class atm)
Anything after Short Calc II for me is an elective so it wont hinder anything in regards to major requirements and etc.</p>