Read the statement shown below.

“If Maya is in the cafeteria, then Judy is in the classroom.”

Which of these is logically equivalent to the above statement?

answer choices:

If Judy is not in the classroom, then Maya is not in the cafeteria.

If Judy is in the classroom, then Maya cannot be in the cafeteria.

If Maya is not in the cafeteria, then Judy must be in the classroom.

If Maya is in the cafeteria, then Judy cannot be in the classroom.

Question

Read the statement shown below. 
  
“If Maya is in the cafeteria, then Judy is in the classroom.” 
  
Which of these is logically equivalent to the above statement?

answer choices:

If Judy is not in the classroom, then Maya is not in the cafeteria.

If Judy is in the classroom, then Maya cannot be in the cafeteria.

If Maya is not in the cafeteria, then Judy must be in the classroom.

If Maya is in the cafeteria, then Judy cannot be in the classroom.

anonymous · Answer

what do you not understand?

mathlegend · Answer

@Reemxoxo ... @_irawk_ asked a question. :)

anonymous · Answer

ya ikr...
@Reemxoxo?
you there?

anonymous · Answer

Sorry! yes i just wasn't looking at the computer

anonymous · Answer

i just dont get what they mean by equivalent

anonymous · Answer

equivalent means the same or the same meaning.

anonymous · Answer

So would it be  If Judy is not in the classroom, then Maya is not in the cafeteria

anonymous · Answer

Yes.
Can i have a medal?
And maybe a fan?