suppose the variable x represents students and the variable y represents courses, and $$T ( x , y ) : x \text { is taking } y \quad P ( x , y ) : x \text { passed } y \text {. }$$ Write the statement in good English. Do not use variables in your answers.
-$$\exists y \forall x T ( x , y )$$

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The Answer of suppose the variable x represents students and the variable y represents courses, and $$T ( x , y ) : x \text { is taking } y \quad P ( x , y ) : x \text { passed } y \text {. }$$ Write the statement in good English. Do not use variables in your answers.
-$$\exists y \forall x T ( x , y )$$

Suppose the Variable X Represents Students and the Variable Y T(x,y):x is taking yP(x,y):x passed y. T ( x , y ) : x \text { is taking } y \quad P ( x , y ) : x \text { passed } y \text {. }T(x,y):x is taking yP(x,y):x passed y.

Suppose the Variable X Represents Students and the Variable Y $T ( x , y ) : x \text { is taking } y \quad P ( x , y ) : x \text { passed } y \text {. }$