Putting Euler’s method to work
A new Differential Equations lesson explores how to use Euler’s method to approximate solutions to first-order differential equations.
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Professor Leonard
Professor Leonard is Brandon Leonard, a math educator whose free, full-length YouTube lectures guide learners from prealgebra through calculus, statistics and differential equations.
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An introduction to Euler’s method
Lesson 41 introduces numerical approximation for differential equations that cannot be solved explicitly, laying the groundwork for further methods.
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More motion with resistance
Differential Equations 40 studies acceleration proportional to the square of velocity, including a discussion of inverse hyperbolic tangent.
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Acceleration, velocity and resistance
Differential Equations 39 examines cases where acceleration is proportional to velocity or inversely proportional to velocity.
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A fresh approach to Bernoulli equations
He adds lesson 24.5 to his Differential Equations series, showing a technique that puts Bernoulli equations into an embedded-derivative form.
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