# EASTERN ARIZONA COLLEGE Differential Equations

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1 EASTERN ARIZONA COLLEGE Differential Equations Course Design Course Information Division Mathematics Course Number MAT 260 (SUN# MAT 2262) Title Differential Equations Credits 3 Developed by Pedro Dabalsa Lecture/Lab Ratio 3 Lecture/0 Lab Transfer Status ASU NAU UA MAT 274, Mathematics (MA) MAT 239 MATH 254 Activity Course CIP Code Assessment Mode Pre/Post Test (12 Questions/100 Points) Semester Taught Spring GE Category Mathematics Separate Lab Awareness Course Intensive Writing Course Prerequisites MAT 230 with a grade of "C" or higher Educational Value Students majoring in Mathematics, Physics, Chemistry, and Engineering. Description Basic concepts, ordinary differential equations of first order, higher order linear equations, variation of parameters, undetermined coefficients. Systems of equations, series solutions and Laplace transform methods. Supplies Graphic calculator; T189 or Voyage 200 recommended EASTERN ARIZONA COLLEGE Differential Equations

2 Competencies and 1. Understand the origins, definitions and classifications of ordinary differential equations. a. Define and classify various types of differential equations. o You can define and classify ordinary differential equations. 2. Understand and apply the fundamental existence and uniqueness theorem for solutions of ordinary differential equations. a. Describe when solutions exist and, if so, are they unique. o You can apply the fundamental existence and uniqueness theorem 3. Understand the nature of boundary value problems and the role of boundary values in determining solutions. a. Apply boundary values in solutions of differential equations. o You can determine the boundary values for a given equation and use them to determine integration constants for the solution. EASTERN ARIZONA COLLEGE Differential Equations

3 4. Use direction fields and the method of isoclines to study possible solutions. a. Study the nature of solutions without solving the equations. o You can study the nature of possible solutions using isoclines 5. Understand the differential operator. a. Use operators to rewrite equations in operator form. o You can write differential equations in operator form 6. Solve exact equations. a. Apply the formal solutions to particular exact equations. o You can solve the exact equation 7. Solve first order linear equations. a. Apply the general solution to particular first order linear equations. EASTERN ARIZONA COLLEGE Differential Equations

4 o You can solve the first order linear equation 8. Solve selected linear equations of order higher than first. a. Apply general techniques to selected linear equations of order higher than first. o You can solve higher order equations 9. Solve problems in forced, damped, simple, harmonic motion. a. Apply general theory to study harmonic motion. o You can solve the equations of harmonic motion which may be simple, forced or damped 10. Define and compute Laplace transforms. a. Use the definition to compute Laplace transforms of simple functions and their derivatives. EASTERN ARIZONA COLLEGE Differential Equations

5 o You can define the Laplace transform o You can compute elementary Transforms from the definition o You can use tables of Laplace transforms 11. Use Laplace transforms techniques to solve ordinary differential equations. a. Apply the transforms to elementary equations and find their solutions. o You can use the transform to solve ordinary differential equations Types of Instruction Classroom Presentation Grading Information Grading Rationale Each instructor has the flexibility to develop evaluative procedures within the following parameters. 1. Written exams must represent at least 50% of the final course grade 2. Final exam must represent at least 20% of the final course grade. 3. The Post Test is to be embedded in the final exam and must represent at least 10% of the final course grade. 4. Other activities may represent at most 20% of the final course grade. Grading Scale A 90%-100% B 80%-89% C 70%-79% D 60%-69% F Below 60% EASTERN ARIZONA COLLEGE Differential Equations

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