Introduction to Differential Equations

  • Interactive Course
  • 12 h
  • Intermediate
  • 2 Certifications

Course Overview

Requirements: This course requires no prior knowledge of Mathematica or the Wolfram Language. Prerequisites for differential equations include calculus and linear algebra.

Featured Products & Technologies: Wolfram Language (available in Mathematica and Wolfram|One)

You'll Learn To

  • Visualize direction fields in the plane
  • Compute series solutions of differential equations
  • Solve linear systems with constant coefficients
  • Find exact solutions of differential equations
  • Use Laplace transforms for solving initial value problems
  • Apply differential equations to real-world problems

Video Duration

  • Section 171 minutes
  • Section 258 minutes
  • Section 368 minutes
  • Section 464 minutes
  • Section 586 minutes
  • Section 657 minutes
  • Section 753 minutes
  • Section 885 minutes

New! Wolfram AI Course Assistant

This interactive course includes video lessons, quizzes, practice problems, a final exam and our new chat-based Course Assistant powered by Wolfram LLM Kit. Ask Course Assistant anything about the lesson, and it will provide you with contextually aware answers and even relevant code. Get started with our free courses by signing in to the Wolfram Cloud with your Wolfram ID—or create one; it's free! Our recommended best practice for completing this interactive course is to start with Lesson 1 and progress through the video lessons, taking each quiz in the order it appears in the table of contents. You can click Track My Progress to chart your certification progress as you go. Wolfram AI Course Assistant is included with a Wolfram Notebook Assistant + LLM Kit subscription.

Certifications Available

  • Completion Certificate

    Certify your completion of this course by watching course videos and passing the auto-graded quizzes.

    Track My Progress
  • Level 1 Certification

    Pass the auto-graded quizzes and final exam to certify your proficiency in differential equations.

    Track My Progress