Answer:
Explanation:
CONDITIONAL:
The conditional of a statement q by another statement p is a statement that shows the dependence of q on p. If statement p happens, then q happens too. This statement is denoted by p --> q. The statement is only false when p is true and q is false.
CONVERSE:
The converse of a statement is just what it sounds like - the reverse.
If we have a conditional statement of the form:
p-->q, then the converse is the reverse, which is is q-->p.
INVERSE:
The inverse of a statement is simply the opposite of such statement.
Having a conditional statement of the form: p --> q, the inverse is written as: ~p --> ~q, where ~p is read as "not p,
or negation p".
CONTRAPOSITIVE:
The converse of the inverse of a statement - is the contrapositive of such statement. The contrapositive of a conditional statement p --> q
is ~q --> ~p".