1. Given a fair, six-sided die, what is the probability of rolling the die twice and getting a β€œ1” each time?
2. What is the probability of getting a β€œ1” on the second roll when you get a β€œ1” on the first roll?
3. The House managed to load the die in such a way that the faces β€œ2” and β€œ4” show up twice as frequently as all other faces. Meanwhile, all the other faces still show up with equal frequency. What is the probability of getting a β€œ1” when rolling this loaded die?
4. Write the probability distribution for this loaded die, showing each outcome and its probability. Also plot a histogram to show the probability distribution.

  • CreatedAugust 05, 2013
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