Uploaded June 2022 | Updated September 2026, 1 week ago

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an integro differential equation. How to solve a an equation that has derivatives and integrals. The key for this ode is the Laplace transform, which turns differentiation into multiplication and convolution into products as well. This has lots of applications to predator prey models and the lotka volterra equation. We also give another method using the chain rule for integrals.

Laplace integral gone BANANAS 🍌
youtu.be/a5l4owYxjRw

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