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After your family visits you for the holidays, you receive a movie-rental bill for the month that is much higher than it usually is. Currently you are paying $2.99 for each movie you rent. Switching to a subscription would allow you to watch unlimited movies for only $7.99 per month. However, during a normal month you don't have much time to sit and watch movies. You do not really want to waste your money on a monthly subscription. Since you are a statistics student, you decide to check your online billing statements and make a probability distribution for the number of movies you watch each month. The results are in the following table: Number of 0 1 2 3 4 movies 5 Probability 0.10 0.10 0.24 0.30 0.14 0.12 Hint: Use the format from problem #1. Determine the expected movies you watch per month. Round to 2 decimals Determine the expected cost you were to pay at $2.99 for each movie you rent. Round to 2 decimals