Construct a Complete Truth Table for Each of the Following $\lor$

construct a complete truth table for each of the following pairs of propositions. Then, using the truth table, determine whether the statements are logically equivalent or contradictory. If neither, determine whether they are consistent or inconsistent.
-R ⊃ (∼S ⊃ R) and ∼S ⊃ ∼(R $\lor$ ∼R)

A) Logically equivalent
B) Contradictory
C) Neither logically equivalent nor contradictory, but consistent
D) Inconsistent

Correct Answer:

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