Multiple Integration: Geometric Interpretation

This lecture covers the geometric interpretation of multiple integration, including the Fubini's theorem demonstration, change of variables, and the absolute value of the Jacobian. Examples of calculating integrals over specific domains are provided, along with the correction of non-bijective transformations. The lecture emphasizes the relationship between areas of infinitesimal rectangles and their images under transformations, showcasing the practical application of multiple integration in solving real-world problems.