Question

identify the steps that are used to find the compound proposition for the statement "Either it is below freezing or it is snowing, but it is not snowing if it is below freezing."

Answer 1

Let

it is below freezing = $p$

 it is snowing$=q$

Then,

Either it is below freezing or it is snowing, but it is not snowing if it is below freezing = (p ∨q)∧(p → ¬ q)