We indicated that a compound statement consisting of n simple statements had 2n distinct true-false cases.
a) How many distinct true-false cases does a truth table containing simple statements p, q, r, and s have?
b) List all possible true-false cases for a truth table containing the simple statements p, q, r, and s.
c) Use the list in part (b) to construct a truth table for (q ∧ p)∨ (~ r ∧ s).
d) Construct a truth table for
(~r ∧ ~s) ∧ (~p ∨ q).
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