In this course, students will learn to solve differential equations, including first and higher order linear and non-linear equations. Topics will include Cauchy-Euler types of equations, Bernoulli types of equations, homogeneous and non-homogeneous equations, and exact equations. The course also covers Laplace Transforms, solving systems of linear differential equations using the eigenvalue method. The course also covers linearization, numerical methods, and phase plane analysis. It is strongly recommended that students take MTH 197 and/or MTH 293 prior to or concurrently with MTH 295. A graphing calculator is required for this course. See the time schedule for current brand and model.
Level I Prereq: Academic Reading and Writing Levels of 6; MTH 192 minimum grade "C"
Class offerings by semester
Day Class (before 5 p.m.) Evening Class (after 5 p.m.) Online Class
Please refer to the course schedule to see the specific time and platform for which the course is offered.
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