Implement the Lorenz-63 model in MATLAB, and solve numerically(using MATLAB’s ode45 or other built-in solver) for any random,non-zero initial conditions to reproduce, qualitatively, Figures 3and 4. Note that, as usual, you should label your axes and make theplots as “pretty” as possible.
The model equations are
dx/ dt = ?(y ? x),
dy /dt= x(??z)?y,
dz/dt = xy ? ?z.
Use parameter values ? = 10, ? = 28, and ? = 8/3.
