Please answer with MATLAB Code. Thanks...

Solve the ODE from Q1 with your euler2 function for the cases where h= 0.1, h = 0.3, h = 0.5. You should use a for loop to loop through the different h values. Plot the three solutions in the same figure as the solution you got from Q1.

apply_ode45 - From Question 1:

function [TOUT,YOUT] = apply_ode45()

tspan = [0 1];

y0 = 0;

[TOUT, YOUT] = ode45(@(t,y) 8.85-1.26*y^2, tspan, y0);

end

euler2 Function:

function [TOUT,YOUT] = euler2(ODEFUN,TSPAN,Y0,h)

t=TSPAN(1);

i=1;

TOUT(1)=t;

YOUT(1)=Y0;

tlim=TSPAN(2);

while t < tlim

i=i+1;

m=ODEFUN(t,Y0);

if (t+h)>TSPAN(2)

h=h-(t+h-TSPAN(2));

end

y=Y0+h*m;

t1=t+h;

TOUT(i)=t1;

YOUT(i)=y;

t=t1;

Y0=y;

end