Learn about Euler integration and solving numerical problems in this 35-minute lecture by Prof. Ryan C. Cooper. Explore the fundamental concepts of numerical integration techniques, focusing on the Euler method and its applications in solving differential equations. Gain practical insights into implementing Euler integration algorithms and understand their strengths and limitations in various engineering and scientific contexts. Discover how to apply these numerical methods to real-world problems and improve your problem-solving skills in computational mechanics and applied mathematics.