Number Theory - Dvisibility, congruences, number theoretic functions, Dophantine Equations, primitive roots, continued fractions.
Linear Algebra - An in-depth study of linear transformations, vector spaces, inner product spaces, quadratic forms, simliarity, and the rational and Jordaon canonical forms.
I have an option between the two and I want to take the easier one. I'm taking Introduction to Linear Algebra this semester and it's pretty easy but partly because the teacher is easy. So I'm not sure about the Linear Algebra option. I could really care less for what I'll learn in either class.
Linear Algebra - An in-depth study of linear transformations, vector spaces, inner product spaces, quadratic forms, simliarity, and the rational and Jordaon canonical forms.
I have an option between the two and I want to take the easier one. I'm taking Introduction to Linear Algebra this semester and it's pretty easy but partly because the teacher is easy. So I'm not sure about the Linear Algebra option. I could really care less for what I'll learn in either class.
