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decile

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Word: Decile

Part of Speech: Noun (used in statistics)

Definition: A decile is one of nine points that divides a set of data into ten equal parts, where each part contains 10% of the total data. In other words, if you have a list of scores or values and you arrange them from lowest to highest, a decile helps you understand how the scores are spread out by showing you where certain percentages fall.

Usage Instructions:
  • Deciles are commonly used in statistics to analyze data distributions.
  • You can find deciles in studies, research, and reports when evaluating performance or scores.
Example:

Imagine you have test scores for a class of 100 students. If you arrange the scores from the lowest to the highest, the first decile would represent the score below which 10% of the students fall. If the first decile score is 65, it means that 10% of the students scored 65 or lower.

Advanced Usage:

In more advanced statistics, deciles can help identify trends or outliers within a dataset. For instance, if you are studying income levels, you might use deciles to see how many people fall into each income bracket, helping to understand economic divides.

Word Variants:
  • Decile (noun): The main form of the word.
  • Deciles (plural): Refers to multiple points dividing the data.
Different Meanings:

In general usage outside of statistics, "decile" is not commonly used in other contexts. It is primarily a statistical term.

Synonyms:
  • Percentile (though a percentile divides data into 100 equal parts, not 10)
  • Quantile (a more general term for dividing data into equal parts)
Idioms and Phrasal Verbs:

There are no specific idioms or phrasal verbs associated with "decile" since it is a technical term used mainly in statistics.

Summary:

In summary, a decile is a useful concept in statistics that helps to break down data into manageable parts, allowing for better analysis of trends and distributions.

Noun
  1. (statistics) any of nine points that divided a distribution of ranked scores into equal intervals where each interval contains one-tenth of the scores

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