Solving a system of linear equations with a changing variable

Hello, I have the folliwing system of linear equations:

syms Qc Qh Qm1 Qm2 Qm3 T1 T2 T3

eqn1 = Qm1 - Qc == q0 - Pc - qw/2 ; 
eqn2 = T1 + Rc*Qc == T0;

eqn3 = T2 - T1 + R1/2*Qm1 == R1/2*q0; 
eqn4 = T2 - Rg0/2*Qm1 + Rg0/2*Qm2 == T0;

eqn5 = T3 - T2 + R1/2*Qm2 == R1/2*q0; 
eqn6 = T3 - Rg0/2*Qm2 + Rg0/2*Qm3 == T0;

eqn7 = Qh + Qm3 == Ph - q0 + qw/2;
eqn8 = T3 - Rh*Qh == T0;

[A,B] = equationsToMatrix([eqn1, eqn2, eqn3, eqn4, eqn5, eqn6, eqn7, eqn8], [Qc Qh Qm1 Qm2 Qm3 T1 T2 T3]); 

X = linsolve(A,B); 

I would like to solve it with one or more changing given variables (for isntance, for different values of q0)? Is there a way to do so? Thanks in advance!

[Walter Roberson]

https://www.mathworks.com/matlabcentral/answers/776462-tranform-a-systems-of-equations-to-for-loop#comment_1405557