This course covers the applications of differential equations in various real-world scenarios such as Newton's Law of Cooling, logistic differential equations, mixing problems, and Gompertz differential equations. Students will learn how to apply calculus concepts to solve problems related to credit cards, time of death, cold beer, fish populations, flu outbreaks, and brine solutions. The teaching method involves presenting lecture examples and solving differential equation problems. This course is intended for learners who have a basic understanding of calculus and are interested in applying mathematical concepts to practical situations.
Applications of Differential Equations - Calculus 2
Overview
Syllabus
my favorite lecture example, differential equation and credit card.
Q159, find m.
Newton's Law of Cooling (time of death).
Q161, cold beer.
Logistic Differential Equation (general solution).
Q164, fish.
Q165, flu.
mixing problem, CSTR, differential equation application.
Q167, Brine problem.
Differential Equation Mixing Problem.
Gompertz Differential Equation, (Diff Eq Marathon).
Taught by
blackpenredpen
