"Quartile" Example Sentences
1. The quartile score indicated that 75% of the data fell below that value.
2. Our team was in the top quartile of sales for the quarter.
3. The results showed a notable difference in quartile rankings between the two groups.
4. A quartile deviation of 10 suggests a relatively high variability in the data.
5. The first quartile represents the lowest 25% of the data.
6. A student's quartile rank determines their eligibility for certain scholarships.
7. Quartile ranges are commonly used to group data for statistical analysis.
8. The median is often used in conjunction with quartiles to analyze data.
9. The distribution of test scores was skewed towards the upper quartile.
10. A quartile plot can be used to visualize the distribution of data.
11. The quartile range for the IQ test was 100-125.
12. The top quartile of performers received a bonus at the end of the year.
13. A quartile split was used to divide the participants into four groups.
14. The data was divided into quartiles to observe any trends between variables.
15. The results show that students in the top quartile performed significantly better than those in the bottom quartile.
16. The second quartile is often referred to as the median quartile.
17. The quartile deviation is a measure of statistical dispersion.
18. A quartile equation can be used to calculate the quartile values.
19. After analyzing the quartile ranks, we found that the top performers had similar traits in common.
20. The interquartile range is the difference between the third and first quartiles.
21. Our team is aiming to move into the top quartile of the industry by the end of the year.
22. A quartile comparison can be helpful when comparing different data sets.
23. The lower quartile can be used to identify outliers in the data.
24. Quartile analysis is often used in healthcare research.
25. The distribution of grades was heavily concentrated in the second quartile.
26. Quartile rankings can be used for comparative analysis between schools.
27. The quartile deviation can be interpreted as the average distance from the median.
28. The quartile limits can be calculated using various statistical methods.
29. A quartile split can help to create a more even distribution of data.
30. The student's quartile ranking was used to determine their class placement.
Common Phases
1. The first
quartile represents the data point below which 25% of the data falls;
2. The third
quartile represents the data point below which 75% of the data falls;
3.
Quartiles are commonly used to understand the spread of a dataset;
4. The inter
quartile range is the difference between the third and first
quartiles;
5. Box plots visually represent
quartile information;
6. Outliers can cause
quartile values to be skewed;
7. The median is always the value at the second
quartile;
8.
Quartiles can be used to identify potential data discrepancies.