Summer 2026: MAP2302 Ordinary Differential Equations

Published

May 1, 2026

Course Information

Credit hours: 3
Delivery: In person
Meeting pattern: Monday, Wednesday, and Friday, 1:20–2:25 p.m.
Location: Love Building 0106

Course Description

MAP2302 introduces ordinary differential equations as models for dynamic processes. The course covers mathematical models and direction fields, classification of differential equations, first-order solution methods, second-order linear differential equations, systems of first-order equations, Laplace transforms, series solutions of second-order equations, and numerical methods. Students develop the ability to identify an equation’s structure, select an appropriate analytical or numerical method, verify solutions, and interpret their qualitative behavior. The course prepares students for subsequent mathematics, science, and engineering courses in which differential equations are an essential prerequisite.

Topical Schedule

Week 1: Mathematical models, direction fields, solution concepts, and classification
Weeks 2–4: First-order differential equations
Weeks 5–8: Second-order linear differential equations
Weeks 9–11: Laplace transforms
Weeks 12–15: Series solutions of second-order linear equations

---
title: "Summer 2026: MAP2302 Ordinary Differential Equations"
collection: teaching
type: "Instructor of Record"
permalink: /teaching/2026-summer-map2302
venue: "Department of Mathematics, Florida State University"
date: 2026-05-01
location: "Tallahassee, Florida"
---

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## Course Information

- **Credit hours:** 3
- **Delivery:** In person
- **Meeting pattern:** Monday, Wednesday, and Friday, 1:20–2:25 p.m.
- **Location:** Love Building 0106

## Course Description

<div style="text-align: justify">
MAP2302 introduces ordinary differential equations as models for dynamic processes. The course covers mathematical models and direction fields, classification of differential equations, first-order solution methods, second-order linear differential equations, systems of first-order equations, Laplace transforms, series solutions of second-order equations, and numerical methods. Students develop the ability to identify an equation’s structure, select an appropriate analytical or numerical method, verify solutions, and interpret their qualitative behavior. The course prepares students for subsequent mathematics, science, and engineering courses in which differential equations are an essential prerequisite.
</div>

## Topical Schedule

- Week 1: Mathematical models, direction fields, solution concepts, and classification
- Weeks 2–4: First-order differential equations
- Weeks 5–8: Second-order linear differential equations
- Weeks 9–11: Laplace transforms
- Weeks 12–15: Series solutions of second-order linear equations