How can I implement the 4th order Runga-Kutta method on $dy/dx$ since it is independent on time? Thanks
Sum: $$ dy/dx = 0.1y +2, ~~ y(0) = 1. $$ solve for $y(t)$ from $t=0$ till $t=10$.
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Welcome to MSE. Please read this text about how to ask a good question. – José Carlos Santos May 04 '20 at 06:35
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There is something wrong in your task. In the equation the independent "time" variable is $x$. You are free to re-label $x$ as $t$, but that is not usually done. Please check again your task and compare with similar exercises that you may already have a solution for. – Lutz Lehmann May 04 '20 at 09:01