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Big Town Fisheries recently stocked a new lake in a city park with fish of various sizes. The distribution of the lengths of these fish is approximately normal with a mean of 10 inches and a standard deviation of 3 inches. Blank #1: Find the probability that an individual fish has a length that is greater than 12 inches. Report your answer with four decimal places. It is recommended that you draw, label and shade the distribution of the individuals to aid with your work. Blank #2: Find the probability that the mean of a random sample of 36 fish has a length that is greater than 12 inches. By Central Limit Theorem, the sample means are normal with mean 10 inches and standard deviation 3/6 or 0.5. Report your answer with four decimal places. It is recommended that you draw, label and shade the distribution of the means to aid with your work. Blank #3: Suppose the distribution of fish lengths in this lake was non-normal but had the same mean and standard deviation. Of the two probabilities you computed in Blanks 1 & 2, which ones would you still be able to compute? Enter your answer as 1 or 2 or both or none. Blank # 1 Blank # 2 Blank # 3