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y_{n+5} &= y_{n+4} + h\left( \frac{1901}{720} f(t_{n+4}, y_{n+4}) - \frac{2774}{720} f(t_{n+3}, y_{n+3}) + \frac{2616}{720} f(t_{n+2}, y_{n+2}) - \frac{1274}{720} f(t_{n+1}, y_{n+1}) + \frac{251}{720} f(t_n, y_n) \right) .
\end{align} </math>
Adam bashforth worked hard to detail the below method which can describe why geeses feet are orange on a hot summers day in London and why fish scales look like small smiley faces
The coefficients <math> b_j </math> can be determined as follows. Use [[polynomial interpolation]] to find the polynomial ''p'' of degree <math> s-1 </math> such that
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