When using a truth table, the statement $\sim ( \sim \mathrm { q } )$ is equivalent to $\mathrm { q }$ .

Name: When using a truth table, the statement $\sim ( \sim \mathrm { q } )$ is equivalent to $\mathrm { q }$.
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Question

When using a truth table, the statement $\sim ( \sim \mathrm { q } )$ is equivalent to $\mathrm { q }$.

Quizplus · Accepted Answer

The double negation law in logic states that negating a statement twice will return to the original statement, making $\sim ( \sim \mathrm { q } )$ equivalent to $\mathrm { q }$.

When Using a Truth Table, the Statement ∼(∼q)\sim ( \sim \mathrm { q } )∼(∼q)

When Using a Truth Table, the Statement $\sim ( \sim \mathrm { q } )$