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How can I fix my Runge Kutta (4th order) method to solve a 2nd order ODE?
solve x''(t) +δx'(t) + αx(t) + βx(t)^3 = γcos(ωt), x(0)=0 , x'(0)=0 clc clear; h=1; delta = 0.1; alpha = -1; beta = 0....

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