One must solve the corresponding path predicate expression in order to generate input data which can force a program to execute a selected path. If we consider all the path predicate expressions for the path $1-2-3($F$)-5($F$)-7-8$:

z $!=3$

False $...(1)$

x$+$y $<mtext\; id="EditorElement\_2528599"></mtext><mn\; id="EditorElement\_2528600">8</mn>$

False $...(2)$

which one of the following choices is not true? $[$Refer to Figure $1$ of Q$16]$

Question $19$ options:

Constraint $(1)$ is always satisfied.

Constraints $(1)$ and $(2)$ must be solved together to obtain y $=0.$

A wide range of values for x$,$ y$,$ and z can be selected as input.

Constraint $(2)$ must be satisfied.