Euler's Method: A simple, first-order method that approximates values using the slope at the current point.
Runge-Kutta Method (4th Order): A more accurate method that calculates slopes at several points within each time step and averages them.
🧮 Equations: Enter one equation each for the prey and predator population changes. Each equation must have:
3R-1.2RF1/2R will trigger an error)
📊 Camera Views: Click any of the view buttons:
To return from a 2D view back to 3D, simply tap or click on the graph.
📈 Viewing Table Data: After generating the graph, tap the arrow in the top-right of the screen to reveal the simulation values table.