Game of chance: A player rolls a fair six-sided die. If outcome of a roll is an odd number, the player  wins as many  dollars as there are dots on the top face  . Otherwise, the player looses 4 dollars. Let the random variable X be profit (amount won or lost) per game. Make a probability distribution table for the random variable: amount won or lost.  Find the Expected value of the experiment Use Law of Large numbers to interpret the meaning of the Expected value If a person plays 100 times, how much he expects to win/loose?

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