A continuous system is to be discretize with $T=1s.$ Its transfer function being:

$G(s)=\frac{4}{s^2+5s+6}$

Find:

The poles of the continuous transHuhfer function

The eigenvalues of the continuous time states matrix

The discrete time State space representation

The eigenvalues of the discrete states matrix

Comment on the differences and similarities found between continuous$/$discrete time models.

A continuous system is to be discretize with $T=1s.$ Its transfer function being:

$G(s)=\frac{4}{s^2+5s+6}$

Find:

The poles of the continuous transfer function

The eigenvalues of the continuous time states matrix

The discrete time State space representation

The eigenvalues of the discrete states matrix

Comment on the differences and similarities found between continuous$/$discrete time models.