Mathematical Proof: Is the Argument Valid?
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Determine whether the following argument is valid:
P > Q
(~P & R) > S
~Q
:. ~R v S.
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Solution Summary
A detailed review of the meanings of the individual assumptions in the argument is provided. Then, to determine whether the argument is valid, the consequences of combining those assumptions are investigated.
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Statement 1 (P > Q) means "P implies Q."
Recall that an implication "X > Y" is true if and only if "~X v Y" is true (that is, if and only if X is false or Y is true (or both)).
Thus statement 1 is true if and only if P is false or Q is true (or both).
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Statement 2 [(~P & R) ...
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