Can you explain the answer?
You have 4 cards, labeled with the letters A and D and the numerals 3 and 6. The rule of the game is that a card with a vowel on it always has an even number on the other side. How many cards do you need to turn over to prove the rule true?
The answer is 2 - the A card and the 3 card, but I don't understand the answer. I would think either 1 card (just the A) or all 4 would be needed. If it only matters what is on the "opposite" side, then only the "A" card matters for the rule, and the others are irrelevant. If the rule matters going both ways, then it seems like any of the cards could disprove the rule. The 6 card could have a consonant under it, disproving the rule, or the D card have an even number under it, disproving the rule.
I just don't get it.
Thanks for any help.
2006-09-26
12:46:13
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3 answers
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asked by
tutti frutti
1