Use the Runge$-$Kutta implementation in Matlab $($ode$45)$ to find a numerical solution $y(0\mathrm{.}6)$ to the differential equatior

$\frac{dy(t)}{dt}=y(t{)}^3+sin(3t+y(t))+2t,y(0)=0$

Give your answer correct to $3$ decimal places.

$($Note: the Matlab in the lecture notes produces a plot of the solution, to get a numerical answer, just leave out the plot 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