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An exam question from a university-level statistics course (sta 4821) worth 30 points, with a duration of 70 minutes. Students are required to find probabilities related to rolling dice, specifically a fair die and a loaded die. Six questions, asking for the probability that each person rolls a six, the probability of both rolling a six at the same time, and the probability of rolling two sixes in a row for one person.
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Consider three identical-looking dice. Two of the dice are ordinary fair dice (six equally-likely faces, numbered 1,2,...,6), but the third die is "loaded" (the face that ordinarily has a 1 has a 6 instead; that is, the loaded die has two 6's, on opposite faces). Fran and Ron each choose a die at random, and the remaining die is discarded.
Suppose that Fran and Ron roll their dice simultaneously.
Now suppose that Fran rolls her die again (that is, she rolls the same die twice).