Question

The second statement is the ___________ of the first.


A. contrapositive
B. converse
C. contradiction
D. inverse

(Picture below.)

Answer 1

what does that second statemen say?

Answer 2

^ I think the second statement is the picture below the first

Answer 3

As for what it is thinking it may be a Converse (i looked up the definition)

Answer 4

It's the picture. It's asking what the second formula's relation with the first one is.

Answer 5

Hmm, so converse right?

Answer 6

Nope.

Answer 7

The second statement says the following:
If not A then not B.

Answer 8

Remember this one: http://openstudy.com/users/marcoduuuh#/updates/504b8d90e4b0985a7a58ae2f ?

Answer 9

Statement: If P then Q.

Inverse: If not P then not Q.
Contrapositive: If not Q then not P.
Converse: If Q then P.

Answer 10

Alright, I got it!
It's contrapositive because it's basically saying the same statement yet in a different way.
Thank you guys!

Answer 11

Still nope.

Answer 12

No? I thought it was like the other problem?

Answer 13

Wait, wouldn't that be inverse then?

Answer 14

If "If A then B." = statement, then "If not-A then not-B." = inverse.

Answer 15

Alright, & contrapositive would be saying the same thing but switching the A and B right?

Answer 16

Contrapositive says the same thing in the sense that the meaning of the statement is the same.
Statement: p -> q
Contrapositive: not-q -> not-p.

The contrapositive is the converse of the inverse (or the inverse of the converse).

Answer 17

so wat is it?

Answer 18

@JayBell999. Read the thread. Enough information has been given to arrive at the correct answer.

Answer 19

i got it i just needed go go through my notes again :/ thanks tho