There are three kinds of statement that we could construct base on the given where as Vertical angels are congruent. First is converse: If angle 1 is 90 degree then angle 2 is 90. Second is Inverse: If angle 2 is not 90 then angle 1 is not. Third is Contrapositive: If angle 2 is not 90 then angle 1 is not 90 also.
The third one I think I'm not sure
Step-by-step explanation:
We have the following statement 
A truth table shows how the truth or falsity of a compound statement depends on the truth or falsity of the simple statements from which it's constructed.
The simple statements from the statement given are:
,
,
, and 
This is the truth table.
<span><span>Possessiv emine, yours, his, hers, ours, theirs</span><span>Reflexive myself, yourself, himself, herself, itself, oneself, ourselves, yourselves, themselves </span><span>Reciprocal each other, one another</span><span>Relative <span>that, which, who, whose, whom, where, when</span></span></span>