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Euler's Method - A Simple Table That Works Every Time
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Euler's Method can be a tedious task, but it doesn't have to be! Want to see a better way? (this simple approach isn't always found in your textbook)
Check out this easy-to-follow table that allows you to estimate quickly.
Estimating a first-order linear differential equation involves the use of a tangent line and a small increment, known as a step. Most textbooks and professors will have you continuously plug into the Point-Slope Form of the equation of a tangent line in order to evaluate each iteration. This involves algebra, simplification, and variables.
But by using a table that I will show you in this video, we will only focus on the values we need, making simplification easy, and arriving at the answer quickly and efficiently.
The best part is that no matter which method you use, you get same answer in the end - this table technique just makes things easier.
Check out this easy-to-follow table that allows you to estimate quickly.
Estimating a first-order linear differential equation involves the use of a tangent line and a small increment, known as a step. Most textbooks and professors will have you continuously plug into the Point-Slope Form of the equation of a tangent line in order to evaluate each iteration. This involves algebra, simplification, and variables.
But by using a table that I will show you in this video, we will only focus on the values we need, making simplification easy, and arriving at the answer quickly and efficiently.
The best part is that no matter which method you use, you get same answer in the end - this table technique just makes things easier.
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