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book Essentials of Business Analytics 1st Edition by Jeffrey Camm,James Cochran,Michael Fry,Jeffrey Ohlmann ,David Anderson cover

Essentials of Business Analytics 1st Edition by Jeffrey Camm,James Cochran,Michael Fry,Jeffrey Ohlmann ,David Anderson

Edition 1ISBN: 978-1285187273
book Essentials of Business Analytics 1st Edition by Jeffrey Camm,James Cochran,Michael Fry,Jeffrey Ohlmann ,David Anderson cover

Essentials of Business Analytics 1st Edition by Jeffrey Camm,James Cochran,Michael Fry,Jeffrey Ohlmann ,David Anderson

Edition 1ISBN: 978-1285187273
Exercise 1
Consider a sample with data values of 27, 25, 20, 15, 30, 34, 28, and 25. Compute the 20th, 25th, 65th, and 75th percentiles.
Explanation
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Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . The formula to calculate m percentile of the dataset of length n :
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . To calculate 20 th percentile:
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . Thus, 20th percentile is the second value
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . in the sorted data.To calculate 25 th percentile:
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . Thus, 25 th percentile is
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . .
To calculate 65 th percentile:
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . Thus, 65 th percentile is
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . .
To calculate 75 th percentile:
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . Thus, 75 th percentile is
Percentile is defined as that value of a variable at a point where the specific percentage of data sets is below that value.It is possible to find the percentiles of a given dataset by excel or manually. As the data set is smaller, manual approach is followed. Sort the given data in ascending order:    The formula to calculate m percentile of the dataset of length n :    To calculate 20 th percentile:    Thus, 20th percentile is the second value    in the sorted data.To calculate 25 th percentile:    Thus, 25 th percentile is    . To calculate 65 th percentile:    Thus, 65 th percentile is    . To calculate 75 th percentile:    Thus, 75 th percentile is    . .
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Essentials of Business Analytics 1st Edition by Jeffrey Camm,James Cochran,Michael Fry,Jeffrey Ohlmann ,David Anderson
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