Question #a70c7

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Question #a70c7

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Answer 1 · 2018-01-09T13:55:47

"this answer..." is missing so no specific answer is possible; see below for generalization.

Explanation:

A $conditional statement$ $color(blue)("conditional statement"$ is a statement in the form $hypothesis$ $color(green)("hypothesis")$ implies $conclusion$ $color(magenta)("conclusion")$ ( $p \to q$ $color(green)p rarr color(magenta)q$ using common logical symbology).

The $Law of Detachment$ $color(red)("Law of Detachment")$ says that
If
$xxx$ $color(white)("xxx")$ the $conditional statement$ $color(blue)("conditional statement")$ is true
and
$xxx$ $color(white)("xxx")$ the $hypothesis$ $color(green)("hypothesis")$ is true
then
$xxx$ $color(white)("xxx")$ the $conclusion$ $color(magenta)("conclusion")$ is true.

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Question #a70c7

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