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## Main Question or Discussion Point

I need help since I recently changed my Fall schedule. I recently going to take Linear Algebra, but I will be taking a Meteorology class instead. This class will help me prepare for 300 and 400 level courses I'm planning to take as an extra elective. Had to pick a class to replace with the meteoorlogy class.

Next semester What math class should I take? I'm getting a math minor and won't graduate till 2021. Should I take Linear Algebra first, then ODE and finally PDE? My friend said I should continue on a sequence so instead of linear algebra first. I should take ODE, PDE, and Linear algebra. The only problem I have if I follow my path is that PDE is only offered in Fall.

1. A MAT 220 Linear Algebra (3)

Linear equations, matrices, determinants, finite dimensional vector spaces, linear transformations Euclidean spaces.

2. A MAT 311 Ordinary Differential Equations (3)

Linear differential equations, systems of differential equations, series solutions, boundary value problems, existence theorems, applications to the sciences.

3. A MAT 416 Partial Differential Equations (3)

The partial differential equations of classical mathematical physics. Separation of variables, eigenvalue problems, Fourier series and other orthogonal expansions. First order equations, Green’s functions, Sturm-Liouville theory, and other topics as time permits

My major is Chemistry and I've already completed the calculus sequence.

Next semester What math class should I take? I'm getting a math minor and won't graduate till 2021. Should I take Linear Algebra first, then ODE and finally PDE? My friend said I should continue on a sequence so instead of linear algebra first. I should take ODE, PDE, and Linear algebra. The only problem I have if I follow my path is that PDE is only offered in Fall.

1. A MAT 220 Linear Algebra (3)

**Spring 2019**Spring 2020Linear equations, matrices, determinants, finite dimensional vector spaces, linear transformations Euclidean spaces.

2. A MAT 311 Ordinary Differential Equations (3)

**Fall 2019**Spring 2019Linear differential equations, systems of differential equations, series solutions, boundary value problems, existence theorems, applications to the sciences.

3. A MAT 416 Partial Differential Equations (3)

**Fall 2020**Fall 2019The partial differential equations of classical mathematical physics. Separation of variables, eigenvalue problems, Fourier series and other orthogonal expansions. First order equations, Green’s functions, Sturm-Liouville theory, and other topics as time permits

My major is Chemistry and I've already completed the calculus sequence.