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Activity 1. I have four cards. Each card has an integer written on one side and a letter written on the other. The cards are lying on a table, so without fipping any cards over all you can see is this: A evenT odd ->F I make the following amazing claim about my cards n If the letter on the letter side is a vowel, then the number on the number side is even. What is the smallest number of cards you would need to flip over in order to verify my amazing claim? Which cards would you need to flip over, and which cards would you not need to flip over?
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