suppose the variable x represents people, and $$F ( x ) : x \text { is friendly } \quad T ( x ) : x \text { is tall } \quad A ( x ) : x \text { is angry. }$$ Write the statement in good English. Do not use variables in your answer.
-$$\neg \forall x ( F ( x ) \rightarrow A ( x ) )$$

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The Answer of suppose the variable x represents people, and $$F ( x ) : x \text { is friendly } \quad T ( x ) : x \text { is tall } \quad A ( x ) : x \text { is angry. }$$ Write the statement in good English. Do not use variables in your answer.
-$$\neg \forall x ( F ( x ) \rightarrow A ( x ) )$$

Suppose the Variable X Represents People, And F(x):x is friendly T(x):x is tall A(x):x is angry. F ( x ) : x \text { is friendly } \quad T ( x ) : x \text { is tall } \quad A ( x ) : x \text { is angry. }F(x):x is friendly T(x):x is tall A(x):x is angry.

Suppose the Variable X Represents People, And $F ( x ) : x \text { is friendly } \quad T ( x ) : x \text { is tall } \quad A ( x ) : x \text { is angry. }$