There are four cards: A B 1 2 What cards would you need to flip to test the following statement: If a card is even, the the other side will contain a vowel.
@dan815
Dan, you chose to flip A and 2. Let's say on the other side of A is 3, and on the other side of 2 is E.
Does the statement still hold?
Odd has a vowel, and 2 has a vowel thas okay it says Vowel if number is Even not Vowel only if number is even
Next question. Is it possible that the statement is false?
if when we flip B, we saw an even then it can be false
Yeah, that's the trick.
Do you get it now?
:) REALLY??!
i dunno lol cuz i saw no point of confusion anywhere
Well, you chose A and 2, but you had to chose B and 2
ok wait lemme think
Both A and 1 are inconsequential, but for some reason you picked A.
oh i see okayy A can have odd or even yes
yeahh i see i took th statement/ Vowel iff even but its Vowe if even
Even -> Vowel means Not Even OR Vowel. The contradiction would be Even AND Not Vowel
if even then vowel iff even then vowel different from if even then vowel if odd then vowel or not vowel
yee i see okay
It's extremely simple, but easy to jump to the wrong conclusion.
Most people will pick A and 2, just like you did.
And some people will think you need to flip all four to be sure.
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