 To distinguish the two readings of the expression “The present King of France is not bald”, according to the “scope” of the description (with respect to negation), PM uses a “scope indicator” \( [ \imath x \phi ( x )]\) before the formula from which the description is to be eliminated by the definition above. Symbolize “The present King of France” as \(\imath x K(x)\) and “x is bald” as \( B(x)\), the two readings will be symbolized as: