Q$2.$Fill in the blanks

$[10$M$]$

In the Lyaponov matrix equation the $q,$ Definite to get a $q,$ stable system

The impulse response of $y(n)+0\mathrm{.}1y(n-1)-0\mathrm{.}2y(n-2)=x(n)+x(n-1)$ is $q,$ of a relaxed system.

The Jacobian matrices of $f$ with respect to $x$ and $u$ is $q,$ and $q,$ Evaluated at equilibrium point

Transient response corresponds to the $q,$ and steady state response corresponds to $q,$ or $q,$

In lead compensator, a first order pole is added to the denominator of the $...$ controller at frequencies well higher than the corner frequency of the $....$ controller

The sole design parameter in deadbeat control is $q,$

The damping ratio and peak overshoot are measures of$.q,$

The controllability$/$observability of the systems with severe disturbance and process sampling depends on $q,$ to ensure the system stability

The $q,$ considered as an examples of the causal systems.

The necessary and sufficient for the system $G(z)$ to be stable in $z-$domain are

$q,$ and $q,$