Brandon works as a statistician for the Toronto Blue Jays, and wants to analyze the relationship between a player's age and how many strikeouts they accumulate in a season. He takes a sample of 6 Blue...


answer A,B,C and D


Brandon works as a statistician for the Toronto Blue Jays, and wants to analyze the relationship between a player's age and how many strikeouts they accumulate in a season. He takes a sample of 6 Blue Jays players with age between 25 and 34 and finds there is a linear<br>relationship between their ages and the number of strikeouts they had in the 2015 season. Here are the numerical summaries for age and the number of strikeouts:<br>r = 0.63, age = 27.7, sage = 3.38, strikeout = 103.4, satrikegut = 7.88<br>(a) What is the value of b1, i.e. the fitted slope? (Round your answer to 3 decimal places)<br>Answer:<br>(b) What is the value of bg, i.e. the fitted intercept? (Round your answer to 3 decimal places.)<br>Answer:<br>(c) What is the percent<br>variation of the number of strikeouts that is explained by age using a linear regression? (Round your answer to 2 decimal places.)<br>Answer:<br>(d) Can we use this linear regression to predict the number of strikeouts for a player age 40?<br>Answer:<br>O No, because the correlation coefficient is not 1.<br>O Yes, because we know the slope and intercept values.<br>O Yes, because it is a linear relationship.<br>O No, because we cannot extrapolate.<br>O No, because we are uncertain about the range of the number of strikeouts.<br>

Extracted text: Brandon works as a statistician for the Toronto Blue Jays, and wants to analyze the relationship between a player's age and how many strikeouts they accumulate in a season. He takes a sample of 6 Blue Jays players with age between 25 and 34 and finds there is a linear relationship between their ages and the number of strikeouts they had in the 2015 season. Here are the numerical summaries for age and the number of strikeouts: r = 0.63, age = 27.7, sage = 3.38, strikeout = 103.4, satrikegut = 7.88 (a) What is the value of b1, i.e. the fitted slope? (Round your answer to 3 decimal places) Answer: (b) What is the value of bg, i.e. the fitted intercept? (Round your answer to 3 decimal places.) Answer: (c) What is the percent variation of the number of strikeouts that is explained by age using a linear regression? (Round your answer to 2 decimal places.) Answer: (d) Can we use this linear regression to predict the number of strikeouts for a player age 40? Answer: O No, because the correlation coefficient is not 1. O Yes, because we know the slope and intercept values. O Yes, because it is a linear relationship. O No, because we cannot extrapolate. O No, because we are uncertain about the range of the number of strikeouts.

Jun 04, 2022
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