Extrapolating value from function to a for loop and passing it back to the function - matlab

Question

function Test()
a = 2;
b = 1;
c = 0.5;
q = 0.001;
r = 10;
function F = Useful(x) %calculates existing values for x with size 11
eq1 = (1*(0.903*x(2))^(-1))-(0.903*x(1));
eq2 = (1*(0.665*x(3))*(0.903*x(2))^(-1))-0.903*x(4);
eq3 = (1*(0.399*x(5))*(0.903*x(2)))-0.665*x(6);
eq4 = (1*(0.399*x(5))*(0.903*x(2))^2)-0.903*x(7);
eq5 = (1*(0.399*x(5))*(0.903*x(2))^3)-1*x(8);
eq6 = (1*(0.665*x(3))*(0.399*x(5))*(0.903*x(2)))-1*x(9);
eq7 = (1*(0.665*x(3))*(0.399*x(5))*(0.903*x(2))^2)-0.903*x(10);
eq8 = (1*(0.665*x(3))*(0.399*x(5)))-0.903*x(11);
eq9 = x(3)+x(4)+x(9)+x(10)+x(11)-a;
eq10 = x(5)+x(6)+x(7)+x(8)+x(9)+x(10)+x(11)-b;
eq11 = x(2)+x(6)+2*x(7)+3*x(8)+x(9)+2*x(10)-x(1)-x(4)-c;
F = [eq1;eq2;eq3;eq4;eq5;eq6;eq7;eq8; eq9; eq10; eq11];
end
Value(1,1) = 0;
for d = 2:100
x = fsolve(#Useful,x0,options); %Produces the x(1) to x(11) values
Value(1,d) = (x(3)+x(5))*d+Value(1,d-1); %Gives a new value after each iteration
a = a-x(3);
b = b-x(5);
c = c-x(2);
end
function Zdot = rhs(t,z) %z = (e1,e2,e3,e4,e5)
Zdot=zeros(5,1);
Zdot(1) = -1*z(1);
Zdot(2) = 1*z(1);
Zdot(3) = 1*z(1) - 1*z(2)*z(3);
Zdot(4) = 1*1*z(1) - Value(1,100)*H(z(3))*z(4)*z(4);
Zdot(5) = Value(1,100)*H(z(3))*(z(4));
end
function hill = H(x)
hill = q/(q+x^r);
end
[T,Y] = ode15s(#rhs, [0, 120], [1, 0, 1, 0, 0]); %Solve second function with values giving z(1) to z(5)
plot(T,Y(:,5))
end
I'm wondering, is it possible to pass on each Value obtained (Value (1), Value (2)... so on), into "function Zdot" or is only the final value possible to pass on? Essentially is this possible to implement:
function Zdot = rhs(t,z) %z = (e1,e2,e3,e4,e5)
Zdot=zeros(5,1);
Zdot(1) = -1*z(1);
Zdot(2) = 1*z(1);
Zdot(3) = 1*z(1) - 1*z(2)*z(3);
Zdot(4) = 1*1*z(1) - Value(1,d)*H(z(3))*z(4)*z(4);
Zdot(5) = Value(1,d)*H(z(3))*(z(4));
end
Any insights would be much appreciated and I would be extremely grateful. Thank you in advance!