Consider,

$c(x)$:$x$ is in this class.

$f(x)$:$x$ has been to France.

$I(x)$:$x$ has visited the Louvre.

Let the argument be "There is someone in this class who has been to France. Everyone who goes to France visits the Louvre. Therefore, someone in this class has visited the Louvre."

The given premises are EEx$(c(x{)}^{{?}^{?}}f(x)),$EEx$(f(x)I(x)).$

True or False