With confusing !
conditional statement: if today is thursday, then tomorrow is wednesday.
1. if tomorrow is wednesday, then today is thursday.
2. if today is not thursday, then tomorrow is not wednesday.
3. if tomorrow is not wednesday, then today is not thursday.
match statements with the following
inverse
contrapositive
converse

Inverse 2.  If Today is not Thursday, then tomorrow is not Wednesday.

Contrapositive --- 3.  If tomorrow is not Wednesday, then today is not Thursday.

Converse ---   1.  If tomorrow is Wednesday, then today is Thursday.

We know that for a conditional statement of the type:

                If p then q

Then the rule for each of the statements is given by:

The inverse statement is given by:

       if not p then not q.

The Contrapositive statement is given by:

             if not q then not p  

and the converse statement is given by:

                 if q then p

step-by-step explanation:

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