Home License -- for personal use only. Not for government, academic, research, commercial, or other organizational use. 13-May-2025 16:06:42 normal_ode_test(): MATLAB/Octave version 9.11.0.2358333 (R2021b) Update 7 Solve normal_ode() using the Euler method. Estimate ODE approximation error by taking twice as many steps. Solution used 100 and 200 steps Estimated RMS error = 0.0357045 Exact RMS error = 0.128964 At the point t = 5 Y estimate = 2.79285e-08 Y double step estimate = 2.29528e-07 Y exact value = 1.48672e-06 Y error estimate = 2.016e-07 Y exact error = 1.45879e-06 normal_ode_test(): Normal end of execution. 13-May-2025 16:06:49