Answer:
1. converse: If school is closed, then it is Saturday.
inverse: If it is not saturday, then school is not closed.
contrapositive: If the school is not closed, then it is not Saturday.
2. converse: If you are Bulakeno, then you live in Pandi.
inverse: If you don't live in Pandi, then you are not Bulakeno.
contrapositive: If you are not Bulakeno, then you don't live in Pandi.
3. converse: If they are supplementary, then two angles form a linear pair.
inverse: If two angles don't form a linear pair, then they are not supplementary.
contrapositive: If they are not supplementary, then two angles don't form a linear pair.
Step-by-step explanation:
p - if statement
q - then statement
p-q conditional statement (it is read as p is to q)
q-p converse statement (interchange the conditional statement p-q)
~p- ~q inverse statement (negate the conditional statement p-q using "not")
~q- ~p contrapositive statement ( negate the converse statement)
