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QUESTION 2 Suppose that in a bowling league, the scores among all bowlers are normally distributed with u = 190 points and standard deviation o

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QUESTION 2 Suppose that in a bowling league, the scores among all bowlers are normally distributed with u = 190 points and standard deviation o = 32 points. Match the following questions to their correct answers. - What proportion of bowlers score more than 210 points? A. normalcdf( -E99, 185, 190, 4) A trophy is given to each player whose score is in the top 7%. B. 4 What is the minimum score needed for a bowler to receive a C. invNorm (0.93, 190, 32) trophy? D. 190 4 A sample of 64 bowlers are randomly selected from the league. Find the value of E. normalcdf( 210, E99, 190, 32) A sample of 64 bowlers are randomly selected from the league. Find the value of o What is the probability that the sample mean score is less than 185? QUESTION 3 At a certain college, 18% of students are international students. A sample of 200 students is selected. - Find the value of Up A. Yes B. 0.18 Find the value of o . Round to three places. C. normalcdf( 0.23, E99, 0.18, 0.027) D. 0.027 What is the probability that at least 23% of the selected students are international students? Would it be unusual for at least 23% of os the selected students to be international students

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