Thanks for the help! It looks like it's between RA2 and LA2, so here are the course descriptions for both, as well as for LA1 (sorry I didn't think to post them earlier).
Linear Algebra I
Linear equations, matrices, inverses, and determinants. Vector spaces, rank, eigenvalues, and diagonalization. Applications to geometry and ordinary differential equations.
Linear Algebra II
Theory of vector spaces, linear transformations, and matrices. Quadratic and bilinear forms. Characteristic polynomials and the Cayley–Hamilton theorem. Similarity and Jordan canonical form.
Real Analysis II
Topics include: topology of Rn, derivatives of functions of several variables, inverse and implicit function theorems, multiple integrals, generalized Stokes’s theorem.
I really appreciate the help from all of you.