SOLUTION: Construct a truth table for ( ~p disjunction ~ q )conditional p.
Please show the steps on how you did this
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Construct a truth table for ( ~p disjunction ~ q )conditional p
A disjunction asserts that at least one of two statements is true.
The two statements are called the disjuncts of the disjunction. The
disjunction is represented by the symbol 'v' which reads 'or'.
CONDITIONALS
A conditional asserts that one statement is true if another
statement is true. It is typically expressed by "if ... then ...", but it
does not carry all the conotations that "if ... then ..." usually carries.
(P => Q)
so, you have:
( ~p v ~ q )=> p
here is your table:
http://imageshack.us/photo/my-images/849/capture715201192636pm.jpg/
