Question: How can I solve system of nine differential equations in MAPLE? Can I simulate these equations and then plotting the graphs in MAPLE?

 A'(t)=20+0.03*A(t)-0.00005*A(t)*Q(t)-0.0002*A(t)*Q(t)-0.0743*A(t)-12,

B'(t)=0.03*B(t)+0.00005*A(t)*Q(t)+0.0002*A(t)*Q(t)-0.0743*B(t)-0.01072*B(t),

C'(t)=0.01072*B(t)-(0.0743+0.0123)*C(t),

P'(t)=15+0.03*P(t)-0.0001*P(t)*B(t)-0.0743*A(t)-10,

Q'(t)=0.03*Q(t)+0.0001*P(t)*B(t)-0.0743*Q(t)-0.25*Q(t),

R'(t)=0.25*Q(t)-(0.0743+0.0123)*R(t),

X'(t)=25-0.0003*X(t)*B(t)-0.0743*X(t)-10,

Y'(t)=0.0003*X(t)*B(t)-0.0743*Y(t)-0.3*Y(t),

Z'(t)=0.3*Y(t)-(0.0743+0.0123)*Z(t).

Initial conditions

A(0)=150,B(0)=30, C(0)=10,P(0)=130,Q(0)=45,R(0)=10,X(0)=85,Y(0)=30, Z(0)=20.

Can I plot the graph between {A(t),B(t),C(t),P(t),Q(t),R(t),X(t),Y(t),Z(t)}and time t{0,100}.

Please Wait...