SOLUTION: (1)proof that the contrapositive of the statement is logically equivalant to the statement.
(2)Proof also that the converse statement is logically equivalant to the inverse of the
Algebra ->
Conjunction
-> SOLUTION: (1)proof that the contrapositive of the statement is logically equivalant to the statement.
(2)Proof also that the converse statement is logically equivalant to the inverse of the
Log On
Question 151900: (1)proof that the contrapositive of the statement is logically equivalant to the statement.
(2)Proof also that the converse statement is logically equivalant to the inverse of the statement. Answer by prasadmlm(2) (Show Source):
You can put this solution on YOUR website! (1)proof that the contrapositive of the statement is logically equivalant to the statement.
(2)Proof also that the converse statement is logically equivalant to the inverse of the statement.
ans. using truth table we can prove
p q ~p ~q p=>q ~q=>~p q=>p ~p=>~q
t t f f t t t t
t f f t f f t t
f t t f t t f f
f f t t t t t t
(