Find the inverse of the statement.
$\sim p \rightarrow q$

A) $\sim q \rightarrow p$
B) $q \rightarrow \sim p$
C) $p \rightarrow \sim q$
D) $p \rightarrow q$

Name: Find the inverse of the statement. $\sim p \rightarrow q$ A) $\sim q \rightarrow p$ B) $q \rightarrow \sim p$ C) $p \rightarrow \sim q$ D) $p \rightarrow q$
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Question

Find the inverse of the statement.
$\sim p \rightarrow q$

A) $\sim q \rightarrow p$
B) $q \rightarrow \sim p$
C) $p \rightarrow \sim q$
D) $p \rightarrow q$

Quizplus · Accepted Answer

The Answer of Find the inverse of the statement.
$\sim p \rightarrow q$

A) $\sim q \rightarrow p$
B) $q \rightarrow \sim p$
C) $p \rightarrow \sim q$
D) $p \rightarrow q$

Find the Inverse of the Statement ∼p→q\sim p \rightarrow q∼p→q A) ∼q→p\sim q \rightarrow p∼q→p

Find the Inverse of the Statement $\sim p \rightarrow q$ A) $\sim q \rightarrow p$