Example 9.13.  Solve  [Graphics:Images/ZTransformDEMod_gr_51.gif]   with  [Graphics:Images/ZTransformDEMod_gr_52.gif].  

[Graphics:Images/ZTransformDEMod_gr_53.gif]

Explore Solution 9.13.

    To solve  [Graphics:../Images/ZTransformDEMod_gr_60.gif]   with  [Graphics:../Images/ZTransformDEMod_gr_61.gif],  we will use our Mathematica subroutine  [Graphics:../Images/ZTransformDEMod_gr_62.gif]  for finding the solution to  [Graphics:../Images/ZTransformDEMod_gr_63.gif].  It will construct the characteristic polynomial and its roots.  The format of the subroutine call is   [Graphics:../Images/ZTransformDEMod_gr_64.gif]  with   [Graphics:../Images/ZTransformDEMod_gr_65.gif].

[Graphics:../Images/ZTransformDEMod_gr_66.gif]




[Graphics:../Images/ZTransformDEMod_gr_67.gif]

[Graphics:../Images/ZTransformDEMod_gr_68.gif]

 

 

 

[Graphics:../Images/ZTransformDEMod_gr_69.gif]




[Graphics:../Images/ZTransformDEMod_gr_70.gif]

[Graphics:../Images/ZTransformDEMod_gr_71.gif]
[Graphics:../Images/ZTransformDEMod_gr_72.gif]
[Graphics:../Images/ZTransformDEMod_gr_73.gif]

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

(c) 2006 John H. Mathews, Russell W. Howell