Explore the development of a Jupyter Notebook assignment focused on the Runge-Kutta Method in this 38-minute video tutorial. Learn how to create a project that helps students review and apply the Runge-Kutta Method, comparing its results with the Euler-Cromer Method. Gain insights into computational research methods and follow along as the instructor develops the assignment, providing valuable tips and explanations. Access the accompanying Jupyter notebook file for hands-on practice. Compare the Runge-Kutta and Euler-Cromer methods through linked resources, and discover how to effectively teach these numerical integration techniques in physics education.