Friday OT #3- Logic Test

The correct answer is E and 9. Here's why:

The cards we're looking to flip are the ones that can prove the rule false, rather than confirm it.

E fits this criteria because if we flip it, and it's an odd number, the rule is false.

D doesn't because the rule is not proved true or false regardless of if the number is even or odd. Neither outcome breaks the rule, so we wouldn't need to flip it.

4 is trickier, but it's the same as D. The rule only says that vowel cards have even numbers on the other side. It doesn't say that the reverse is true, so regardless of what letter is on the other side of the 4, it won't break the rule.

And we want to flip 9, because if the 9 flips to a vowel, we know the rule is false, since the rule tells us that all vowel cards flip to even numbers.


Supposedly, the success rate for this test, originally conceived in 1963 is only about 4%. I'd guess we're a little higher here on CF.
 
But you must make sure that there is not a vowel on the other side of the 9

No.
There is ONLY one rule and that is that there's an even number on the opposite side of a vowel. There are no other rules to the contrary stating that an even number must have a vowel.
 
No.
There is ONLY one rule and that is that there's an even number on the opposite side of a vowel. There are no other rules to the contrary stating that an even number must have a vowel.

But if you flip the 9 over and there is a vowel on the other side then it proves that rule false
 
Sorry, but based on the one rule this is wrong. The only rule is that the vowel must have an even number on the opposite side. There are no other rules given. Thus, an even number COULD have a consonant on its other side as the one rule didn't preclude this.

If there is a vowel on the back of the 9 then that vowel does not have an even number on its opposite side
 
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If there is a vowel on the back of the 9 then that vowel does not have an even number on its opposite side


The rule says nothing about "face-up cards only." It refers to "other sides," so it could apply to face-up or face-down cards.
 
Sorry, but based on the one rule this is wrong. The only rule is that the vowel must have an even number on the opposite side. There are no other rules given. Thus, an even number COULD have a consonant on its other side as the one rule didn't preclude this.

An A, E, I, O, and U can ONLY have a 2,4,6,8, etc. per the rule.

However, any even number can have any letter as there is no rule against it.
Similarly, any odd number can have any letter as there is no rule against it.
Similarly, any consonant can have any number as there is no rule against it.

Not true. If an odd number has a vowel on the other side, the rule is false, because it states that a card with a vowel on it, must have an even number on the other side.
 
Supposedly, the success rate for this test, originally conceived in 1963 is only about 4%. I'd guess we're a little higher here on CF.


What do the other 96% pick?
 
Here's another way of phrasing the same question that works better for the human brain.

Assume we have a similar deck of cards, but instead of numbers and letters on them, each card is a drink, and on the flip side is the age of the person drinking it. So, here's our rule: You have to be 21 to drink alcohol. Which of the following cards would you need to flip to prove that the rule is being followed.

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E
Based off of your rule that "if a card has a vowel on one side, then it must have an even number on the other side" the "E" is the only one that applies. The rule does not state the opposite that an "even number must have a vowel".

This was my thinking was as well.
 
Here's another way of phrasing the same question that works better for the human brain.

Assume we have a similar deck of cards, but instead of numbers and letters on them, each card is a drink, and on the flip side is the age of the person drinking it. So, here's our rule: You have to be 21 to drink alcohol. Which of the following cards would you need to flip to prove that the rule is being followed.

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Whiskey, 16, and Beer.
 
Here's another way of phrasing the same question that works better for the human brain.

Assume we have a similar deck of cards, but instead of numbers and letters on them, each card is a drink, and on the flip side is the age of the person drinking it. So, here's our rule: You have to be 21 to drink alcohol. Which of the following cards would you need to flip to prove that the rule is being followed.

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Whiskey, 16 & Beer
 
Some of you might have seen this one before as it's been around for 50+ years. It's a simple test to see how logical you are.

Here's how it works:
You have a set of cards in front of you. Each card is labeled with a number on one side and a letter on the other side. You are then given the rule that if a card has a vowel on one side, then it must have an even number on the other side. Four cards are then placed in front of you.

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Which card or cards do you have to turn over to determine whether or not the rule has been followed?

(Just post your answer, wait to post your reasoning until after we get a few responses)

E and 9
 
Depends. You haven't told us if the cards are unique...(no number or letter is repeated). If they are unique, you would have to turn over all four to be certain.