Use the Runge-Kutta implementation in Matlab (ode45) to find a numerical solution y(0.4) to the differential...

Transcribed Image Text:

Use the Runge-Kutta implementation in Matlab (ode45) to find a numerical solution y(0.4) to the differential equation dy(t) =y(t) + sin (4 t + y (t))-t, y(0) 0 Give your answer correct to 3 decimal places. Number (Note: the Matlab in the lecture notes produces a plot of the solution, to get a numerical answer, just leave out the plot command, and leave out the semicolon ;at the end of the ode command, then the numerical values will be output to the screen. The last one is the result of the last step). Use the Runge-Kutta implementation in Matlab (ode45) to find a numerical solution y(0.4) to the differential equation dy(t) =y(t) + sin (4 t + y (t))-t, y(0) 0 Give your answer correct to 3 decimal places. Number (Note: the Matlab in the lecture notes produces a plot of the solution, to get a numerical answer, just leave out the plot command, and leave out the semicolon ;at the end of the ode command, then the numerical values will be output to the screen. The last one is the result of the last step).

Answer rating: 100% (QA)

MATLAB CODE for ODE45 to solve the ODE yftyy3sin4tyt clc clear all format sho... View the full answer