qUESTION $1$

$P(y)$ : y is a priority project

$M(x)$ : $x$ is a manager

$F(x)$ : $x$ is a full$-$time employee

$w(x,y)$:$x$ is working on $y$

c$.$ vvxEEy$(x,y)$

lEEx$+yW(x,y)$

$AAxEEy((F(x{)}^{{?}^{?}}M(x))(P(y{)}^{{?}^{?}}W(x,y))]$

$EEyvx[P(y{)}^{{?}^{?}}W(x,y)]$

A$.$ Every full$-$time manager is working on every priority project.

B$.$ Every employee is working on at least one project.

C$.$ Every full$-$time manager is working on some priority project.

D$.$ Every employee is working on every project.

E$.$ There exists an employee who is working on every project.

F$.$ There exists an employee who is working on at least one project.

G$.$ There is a priority project that every employee is working on$.$

H$.$ There is a project that every employee is working on$.$