100 POINTS! True/False (Answers available on CH and Chegg, I don't pay so if you do, it's easy points)

In propositional logic, the fundamental elements are statements.

The statements "A if B" and "A only if B" do not have the same meaning.

The following expression is a well-formed formula (WFF): ~[(M ∨ N) • (N ∨ U)] ∨ (X ⊃ Y)

You should translate the statement "Today's being Wednesday is a necessary condition for tomorrow's being Thursday" into propositional logic notation as W ⊃ T; where W stands for "Today is Wednesday," and T stands for "Tomorrow is Thursday."

You should translate the statement "Today is Wednesday unless tomorrow is Friday" into propositional logic notation as W ∨ F; where W stands for "Today is Wednesday," and F stands for "Tomorrow is Friday."

You should translate an ordinary language statement with the form "p if q" into propositional logic notation as q ⊃ p.