Question

Read the statement shown below.

“If Annie is painting, then Joey is playing.”

Which of these is logically equivalent to the above statement?

If Annie is painting, then Joey is not playing.

If Joey is not playing, then Annie is painting.

If Joey is not playing, then Annie is not painting.

If Annie is not painting, then Joey is playing.

I think it is C...

Answer 1

Mathematics =/= English

Answer 2

But, yes you are correct.

Answer 3

this can be rewritten in terms of logic, so it is actually math

Answer 4

Lol, thanks

Answer 5

LOL! Turing. :|

Answer 6

\[p\implies q\]then does it follow that\[p\implies\neg q\]etc.

looks more mathy that way ;)

Answer 7

Amy said, “If it is winter, then it will snow.”

Which of the following is the converse of Amy’s statement?

If it snows, then it is winter.

If it does not snow, then it is not winter.

If it is winter, then it will snow.

If it is not winter, then it will not snow.


It is A??

Answer 8

please post each question separately @amandork11

Answer 9

It's the same stuff I was taught in English, therefore I associated it with English. Sorry, Turing. :P

Answer 10

no apologies necessary :P