$\text { Write the negation of the conditional. Use the fact that the negation of } p \rightarrow q \text { is } p \wedge \sim q \text {. }$

$\text { Write the negation of the conditional. Use the fact that the negation of } p \rightarrow q \text { is } p \wedge \sim q \text {. }$
-If $\mathrm { k } - 4 \leq 3$ , then $\mathrm { k } \leq 7$ .

A) $\mathrm { k } - 4 > 3$ and $\mathrm { k } > 7$ .
B) $k - 4 \leq 3$ so $k > 7$ .
C) $k - 4 \leq 3$ and $k \geq 7$ .
D) $k - 4 \leq 3$ and $k > 7$ .

Correct Answer:

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