Euler's Method is an algorithm for numerically solving differential equations by approximating their solutions using small discrete time steps. It involves choosing an initial point, calculating the slope at that point, using the slope to take a small step to a new point, recalculating the slope at the new point, and repeating. The document then transitions to providing instructions for implementing Euler's Method on a calculator.

1. Euler's Method
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Steps:
1) Choose a starting point corresponding to the initial value.
2) Calculate the slope at that point.
3) The slope tells you the direction to take.
Move a short distance in that direction to a new point.
4) Recalculate the slope using the coordinates of the new point.
5) Change direction and repeat.

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5. Now, let's program this on your calculator ...
Calculator by kevin41890