Metropolitan State University

Course Equivalents

Course Equivalents for MATH 350 at Metropolitan State University in Fall 2017 (Aug - Dec)

While all courses listed as equivalents below are transferable, they are not necessarily equivalent in both directions. The courses below transfer TO the college or university shown above. To see how courses from your home college or university transfer to other participating colleges or universities, you can search Transferology.

If you are enrolling in the equivalent course in order to fulfill a program/major requirement, it is best to check with your academic advisor to ensure that the equivalent course will meet the requirements of your particular major.

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Bemidji State University
MATH 2490 - Differential Equations - 4 credits
Ordinary differential equations including first order and second order linear equations, series solutions, Laplace transformations, existence and uniqueness theory, systems of linear and nonlinear equations, dynamical systems and applications. A graphing calculator is required. Prerequisite: MATH 2472.
Section Availability
Hibbing Community College
MATH 2211 - Differential Equations with Introductory Linear Algebra - 5 credits
Section Availability
Minneapolis Community and Technical College
MATH 2210 - Linear Algebra and Differential Equations - 5 credits
This course covers linear algebra, with an emphasis on eigenvalues; introduction to differential equations, including linear differential equations with constant coefficients, solved using eigenvalues; and series solutions and numerical methods for linear and nonlinear differential equations and systems.
Section Availability
Minnesota State University, Mankato
MATH 321 - Ordinary Differential Equations - 4 credits

This course presents the theory, computations, and applications of first and second order differential equations and two-dimensional systems. Prereq: MATH 122 with C or better or consent
Section Availability
Normandale Community College
MATH 2520 - Calculus 4: Differential Equations with Linear Algebra - 5 credits
Mathematical/Logical Reasoning (04)
Matrices and systems, vector spaces, subspaces, linear independence, basis, dimension, linear transformations, eigenvectors, first and second order differential equations, Euler's Method, phase plane analysis of linear and nonlinear systems, extensive modeling. Possible topics from numerical methods, Laplace Transforms, power series solutions, or partial differential equations. Applications include - but are not limited to - science, engineering, economics, and ecology.
Section Availability
North Hennepin Community College
MATH 2400 - Differential Equations - 3 credits
Mathematical/Logical Reasoning (04)
The content of this course covers first and second ordinary differential equations with applications, higher order linear equations, constant coefficients, differential operators, variation of parameters, power series methods and Laplace transforms. Prerequisites: Successful completion of Math 1222 with grade of "C" or better
Section Availability
Ridgewater College
MATH 0233 - Linear Algebra & Differential Equations - 5 credits
Mathematical/Logical Reasoning (04)
Study of matrices and systems of equations, determinants, vector spaces and linear transformations. Solving differential equations involving the standard first and second order types plus higher order linear equations with constant coefficients, as well as an introduction to Laplace transforms. Prerequisites: A grade of C- or better in Math 122 or appropriate score on the math placement exam
Section Availability
Saint Paul College
MATH 2760 - Differential Equations and Linear Algebra - 4 credits
Mathematical/Logical Reasoning (04)
This course is an introduction to differential equations and linear algebra, which focuses on ordinary differential equations but students will be introduced to partial differential equations. Topics include the basic definition, terminology and ideas of ordinary differential equation, finding solutions of and working with applications of first and second order differential equations, existence and uniqueness of solutions, variation of parameters, undetermined coefficients, matrix formulation of linear systems, Laplace transforms, and an introduction to numerical and graphical methods of solutions. Additional topics include Gauss-Jordan reduction and system of Linear equations, matrices and coordinates relative to different bases, general linear spaces, orthogonality, determinants, eigenvalues, eigenvectors, and phase plane analysis of linear and nonlinear systems of ordinary differential equations. (Prerequisite(s): MATH 2750 Calculus 2 with a grade of "C" or better or appropriate assessment score) (MnTC: Goal 4) 4C/4/0/0
Section Availability