Calculus 1, 2, 3; Differential Equations, Linear Algebra 1,2; Elementary Analysis 1,2; Abstract Algebra 1,2; Probablity/Statistics, Elementary Proof Techniques, Modern Geometry, History of Mathematics, Cryptology, Complex Analysis.
Next semester: Just Number Theory.
Best book is my book for abstract algebra. http://www.amazon.com/Book-Abstract-Algebra-Second-Mathematics/dp/0486474178/ref=sr_1_1?ie=UTF8&qid=1459706620&sr=8-1&keywords=abstract+algebra
I'm more into Analysis (when I understand it). Learning integration, I've found has been a real tedious task and the epsilon delta language is really hard to grasp (for me) at first. I liked abstract algebra when it was mostly groups, but once they talked about rings, and quotient rings is where I've gotten confused. Cryptology (codes and ciphers) I've found pretty interesting.
It all depends in University how and where it's taught. I'm not a fan of one of my professor's methods of teaching, while I like the other one.
I loved Calculus though! I don't have any plans for grad school. I majored in math because it's something I'm good at and hope to find a high enough paying job with it.
Source: Math major.
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