Question: Let the random variable X be a random variable that measures how many rounds it takes for someone to get a winning roll in a

Let the random variable X be a random variable

Let the random variable X be a random variable that measures how many rounds it takes for someone to get a winning roll in a casino dice game. Assume that E(X) = 7.21 and the casino will pay the winner 20 2X on their winning roll. What is the smallest amount the casino can charge and still maintain a profit in the long term? Round your answer to the nearest cent

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