Math307
Eulers Method
Euler’s method approximates a function by using its derivative at a discrete point to approximate the function over a small interval, and continuing this process of evaluating the derivative and stepping a small bit to approximate its value at a certain point.
Equation for Euler’s method
{$ y_{n+1} = y_n + f_n \cdot (t_{n+1}-t_n) $}
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