Discover the integral—what it is and how to compute it. See how to use calculus to model real world phenomena. Part 2 of 3.
Overview
Syllabus
- Some differential equation models for physical phenomena and solutions.
- The geometric interpretation of the integral as an area under a graph, and the physical meaning as an accumulation.
- The connection of the integral to the derivative.
- Several methods of numerically and symbolically integrating functions
- To apply integrals to solve real world problems.
Taught by
David Jerison and Gigliola Staffilani
