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( P - > Q ) ( P Q ) 1 . Grow the truth tree for the proposition. Be sure you check off a
P QP Q
Grow the truth tree for the proposition. Be sure you check off a formula after you decompose it
If a path is a closed path, put a cross at the end of the path. Please note a fully grown tree may contain ONLY checked formulas and atomic formulas.
Based on your truth tree, are P Q and P v Q logically equivalent? Why or why not?
Please explain your reasoning.
What justifies your conclusion? An example, a counter example, or the whole truth tree? In case
of an example or a counter example, please provide it
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