Complete the requirements of the UMAP module ``Whales and Krill: A Mathematical Model,'' by Raymond N. Greenwell, UMAP 610. This module models a predatorprey system involving whales and krill by a system of differential equations. Although the equations are not solvable, information is extracted using dimensional analysis and the study of equilibrium points. The concept of maximum sustainable yield is introduced and used to draw conclusions about shing strategies. You will learn to construct a differential equations model, remove dimensions from a set of equations, find equilibrium points of a system of differential equations and learn their significance, and practice manipulative skills in algebra and calculus.