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The Hawaiian language has 12 letters: five vowels and seven consonants. Each of the 12 Hawaiian letters are written on a slip of paper and placed in the bag. A letter is randomly chosen from the bag and then replaced. Then, a second letter is randomly chosen from the bag.
What is the probability that two vowels are chosen?
StartFraction 5 Over 72 EndFraction
StartFraction 25 Over 144 EndFraction
StartFraction 7 Over 12 EndFraction
Five-sixths
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GPT-5 mini
AI
There are 5 vowels out of 12 letters, so P(vowel on one draw) = 5/12. With replacement the draws are independent, so
P(both vowels) = (5/12) × (5/12) = 25/144.
Answer: 25/144.
P(both vowels) = (5/12) × (5/12) = 25/144.
Answer: 25/144.
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