AVS Historically, the SAT score of a randomly selected student has an unknown distribution with a mean of 1510 points and a standard deviation of 345.1 points. Let X be the SAT score of a randomly selected student and let X be the average SAT score of a random sample of size 44. 1. Describe the probability distribution of X and state its parameters μ and σ: X~ unknown (1510,o=345.1 and find the probability that the SAT score of a randomly selected student is between 1007 and 1670

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