"Quartiles" Example Sentences
1. The data was grouped into quartiles for better analysis.
2. The first quartile indicated that 25% of the values were below a particular point.
3. The box plot showed the range of values between the upper and lower quartiles.
4. The interquartile range is the difference between the upper and lower quartile.
5. The data set had an even number of values, making it difficult to determine the quartiles.
6. The quartile ranges were used to identify outliers in the data.
7. The third quartile represented the value below which 75% of the data fell.
8. The quartile deviation is a measure of the variation of data in a distribution.
9. The quartile coefficient of skewness is used to measure the degree of skewness in a distribution.
10. The quartiles were calculated using the formula Q1 = (n+1)/4 and Q3 = 3(n+1)/4.
11. The quartile plot showed the distribution of the data points over the four quarters.
12. The interquartile range is a more robust measure of variability than the range.
13. The quartiles can be used to compare the distribution of two or more data sets.
14. The quartile range is a measure of how clustered or spread out the data points are.
15. The median and quartiles are the most commonly used measures of central tendency and dispersion.
16. The quartiles provide a quick way to summarize the distribution of a set of data.
17. The quartiles can be used to identify the most extreme values in a data set.
18. The quartiles can help identify whether a distribution is skewed or symmetric.
19. The box-and-whisker plot is a graphical representation of the quartiles.
20. The first and third quartiles are often used in construction of Tukey's Box Plot.
21. The quartiles were calculated for each section of the data set to compare their distributions.
22. The lower and upper quartile are used in assessing a data set's spread.
23. The quartile range can help identify the degree of variation in a set of data.
24. The range between the first and third quartiles is known as the semi-interquartile range.
25. The quartiles can be used to identify the central 50 percent of the data set.
26. The quartiles are used in analysis of variance to compare means across groups.
27. The quartiles can be used to identify the skewness of a distribution.
28. The quartiles are commonly used in descriptive statistics and inferential statistics.
29. The quartile median is the value halfway between the lower and upper quartiles.
30. The quartile coefficient of dispersion measures the degree of variability in a set of data.
Common Phases
1st quartile; 2nd quartile; 3rd quartile; 4th quartile
25th percentile; 50th percentile; 75th percentile
lower quartile; upper quartile; interquartile range
median; range; outliers; distribution of data