In logicese, (x)(Fx • Gx) says
A) everything is both an F and a G
B) anything that is an F is a G
C) for any x, if x is an F then x is a G
D) all Fs are Gs.

Name: In logicese, (x)(Fx • Gx) says A) everything is both an F and a G B) anything that is an F is a G C) for any x, if x is an F then x is a G D) all Fs are Gs.
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Question

Quizplus · Accepted Answer

The expression (x)(Fx • Gx) means that for every x, both Fx and Gx are true, which implies that everything is both an F and a G.

In Logicese, (X)(Fx • Gx) Says