If g = and p - 9 = -2, find the value of p + q.
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Since, p is true and q is false.
∴p→q has truth value F.
Statement r has truth value T.
∴(p→q)∧r has truth value F.
Also, (p→q)∧∼r has truth value F.
Now, p∧q has truth value F and p∨r has truth value T.
∴(p∧q)∧(p∨q) has truth value F.
As, p∧r has truth value T.
Therefore, q→(p∧r) has truth value T.
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