ODE Step Visualizer

See how different numerical methods take a single step to approximate the solution of a differential equation dy/dx = f(x, y). Note how higher-order methods use more calculations within the step to achieve better accuracy.

Load Example ODE:

Enter Function f(x, y):

Initial Point (x₀):

Initial Point (y₀):

Step Size (h):

Method to Visualize:

Euler Modified Euler Runge-Kutta (RK4)

Resulting Point (x₁, y₁)