Question

Which option is correct?

Answer 1

Original Statement "If it's a garage sale, then it's a Sunday."
Statement 1 "If it's a Sunday, then it's a garage sale."
Statement 2 "If it's not a garage sale, then it's not a Sunday."
Statement 3 "If it's not a Sunday, then it's not a garage sale."

Answer 2

Statement 2 is a converse, and statement 3 is an inverse of the original statement.
Statement 2 is an inverse, and statement 1 is a contrapositive of the original statement.
Statement 1 is a converse, and statement 3 is a contrapositive of the original statement.
Statement 1 is an inverse, and statement 2 is a converse of the original statement.

Answer 3

@jim_thompson5910

Answer 4

Any idea?

Answer 5

In your notes, you should have something like this

Original: If P, then Q
Converse: If Q, then P
Inverse: If not P, then not Q
Contrapositive: If not Q, then not P

Answer 6

statement 3 is definatley a contrapositive bc it negates both parts of the statement and switches the order

Answer 7

I am thinking it is C, what do you think?

Answer 8

Exactly...statement 1 is converse and statement 3 is the contrapositive