suppose the variable x represents students and y represents courses, and: $$F ( x ) : x \text { is a freshman } \quad A ( x ) : x \text { is a part-time student }\quad T ( x , y ) : x \text { is taking } y \text {. }$$ Write the statement in good English without using variables in your answers.
-$$\exists x ( A ( x ) \wedge \neg F ( x ) )$$

Question

suppose the variable x represents students and y represents courses, and: $$F ( x ) : x \text { is a freshman } \quad A ( x ) : x \text { is a part-time student }\quad T ( x , y ) : x \text { is taking } y \text {. }$$  Write the statement in good English without using variables in your answers.
-$$\exists x ( A ( x ) \wedge \neg F ( x ) )$$

Quizplus · Accepted Answer

The Answer of suppose the variable x represents students and y represents courses, and: $$F ( x ) : x \text { is a freshman } \quad A ( x ) : x \text { is a part-time student }\quad T ( x , y ) : x \text { is taking } y \text {. }$$  Write the statement in good English without using variables in your answers.
-$$\exists x ( A ( x ) \wedge \neg F ( x ) )$$