{Ages of Jockeys Narrative} Compute the interquartile range of the data and interpret its meaning.

Interquartile Range

A measure of statistical dispersion, representing the difference between the 25th (lower quartile) and 75th (upper quartile) percentiles.

Ages of Jockeys

The specific years or the range in years that represents the age of individuals who professionally ride horses in races.

Interpretation

The process of explaining or finding the meaning of something, often applied to data, text, and observations.

Comprehend and utilize techniques to calculate measures of central tendency and variability in real-life data collections.
Perform computations and analyses of statistical position measures like quartiles, percentiles, and deciles within multiple settings.
Analyze the configuration of distribution and pinpoint outliers in data collections by means of graphical and quantitative analyses.

Verified Answer

dzenita zekovicMay 06, 2024

Final Answer :

Interquartile range = Q₃ − Q₁ = 48.5 − 34 = 14.5 years.There is a 14.5 year gap between the middle 50% of the ages of the jockeys from that race track.

Learning Objectives

Comprehend and utilize techniques to calculate measures of central tendency and variability in real-life data collections.
Perform computations and analyses of statistical position measures like quartiles, percentiles, and deciles within multiple settings.
Analyze the configuration of distribution and pinpoint outliers in data collections by means of graphical and quantitative analyses.

{Ages of Jockeys Narrative} Compute the interquartile range of the data and interpret its meaning.

Definitions

Learning Objectives

Learning Objectives

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