CONJUNCTION
If p and q are statements, then the conjunction of p and q is “p and q”, denoted as “p ^ q”.
It is true when, and only when, both p and q are true. If either p or q is false, or if both are false, p^q is false.
Note that in the table T is only in that row where both p and q have T
and all other values are F. Thus for finding out the truth values for the conjunction of two statements we will only first search out where the
both statements are true and write down the T in the corresponding row
in the column of p ^ q and in all other rows we will write F in the
column of p ^ q.
If p and q are statements, then the conjunction of p and q is “p and q”, denoted as “p ^ q”.
It is true when, and only when, both p and q are true. If either p or q is false, or if both are false, p^q is false.
Note that in the table T is only in that row where both p and q have T
and all other values are F. Thus for finding out the truth values for the conjunction of two statements we will only first search out where the
both statements are true and write down the T in the corresponding row
in the column of p ^ q and in all other rows we will write F in the
column of p ^ q.
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