Explore practical applications of differential equations in this comprehensive 2.5-hour lecture series. Dive into real-world scenarios such as credit card debt, Newton's Law of Cooling for determining time of death, and the cooling rate of beer. Investigate the Logistic Differential Equation and its applications in fish population dynamics and flu spread. Examine mixing problems, including Continuous Stirred Tank Reactors (CSTR) and brine solutions. Conclude with an in-depth look at the Gompertz Differential Equation. Gain valuable insights into how calculus concepts are applied to solve complex problems across various fields.
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
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Reviews
5.0 rating, based on 1 Class Central review
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First of all I am an undergraduate who is currently doing BSc in Mathematics and Applied Mathematics as majors in South Africa. The way the mixing problems was explained by Dr Steve Chow was astonishing and The Newton's law of cooling as well. I am more than confident regarding the course no problem can confuse me anymore. The course is the best.
