Given the initial value problem y' = y(y-t), 0<t<1.2, y(0) = 1 Using a predictor-corrector method which uses the modified Euler method Wi+1 = w; +[f(ti, w;) + f(ti+1, W; +hf(ti, w:))] and the one step Adams-hroulton method given by
solve numircal analysis method
Given the initial value problem y' = y(y-t), 0