100 Examples of sentences containing the common noun "median"
Definition
The term "Median" as a common noun refers to:
- In statistics, the median is the middle value in a data set when the numbers are arranged in ascending or descending order. If there is an even number of observations, the median is the average of the two middle numbers.
- In geometry, the median is a line segment joining a vertex of a triangle to the midpoint of the opposite side.
- In general usage, it can refer to a midpoint or average value in various contexts.
Synonyms
- Middle
- Midpoint
- Average
- Center
- Median value
Antonyms
- Mean
- Extremes
- Outlier
- Maximum
- Minimum
Examples
- The median of the data set is 50.
- To find the median, you must first sort the numbers.
- The median height of the group was 5 feet 7 inches.
- In this triangle, the median connects the vertex to the midpoint of the opposite side.
- The median income in this area has increased over the past year.
- To calculate the median, you need to arrange all values in order.
- The median test score was significantly higher than last year.
- The median age of the participants was 30 years.
- To understand the data better, we should look at the median and mode.
- The median value was skewed by a small number of outliers.
- Finding the median is crucial for understanding the data distribution.
- The researcher reported the median as a more reliable measure.
- The median in this set of numbers is 20.
- We need to find the median before concluding our analysis.
- The median of the scores showed a clear improvement.
- In this survey, the median response was 4 out of 5.
- Understanding the median helps in interpreting statistical data.
- The median is not affected by extreme values.
- The median effectiveness of the treatment was noted in the report.
- She calculated the median to compare it with the mean.
- The median income level is often used to gauge economic health.
- In statistics, the median is a measure of central tendency.
- The median serves as a useful indicator in this analysis.
- The median score was 75, indicating a strong performance.
- To find the median, we must eliminate the extremes.
- The median can sometimes be more informative than the average.
- The median of the dataset was lower than expected.
- The median line in geometry divides the triangle into two equal areas.
- In a normal distribution, the median and the mean are the same.
- The median was calculated using a simple formula.
- By determining the median, we gain insight into the dataset.
- The median response time was improved with the new system.
- The median helps to identify trends in the data.
- In her report, she highlighted the median as a key finding.
- The median of the ages ranged from 18 to 65.
- The median price of homes in this area has risen sharply.
- The median does not reflect the distribution of the data.
- The median was an integral part of her statistical analysis.
- The median value gives a better sense of the typical situation.
- The median can be a useful measure in skewed distributions.
- They found the median to be a more representative value.
- The median population density was reported in the census data.
- The median was found by taking the average of the two middle numbers.
- In a set with an odd number of elements, the median is straightforward to find.
- For this data set, the median was 30, while the mean was 35.
- The median income was significantly lower than the national average.
- In statistics, the median is often used alongside the mean.
- The median of the responses indicated a preference for option A.
- A median can provide a more accurate picture of data distribution.
- The median score helps identify the performance of the group.
- This graph illustrates the median and mean of the data.
- The median temperature for that month was unusually high.
- The median is often preferred in real estate evaluations.
- The median established a benchmark for future studies.
- The median value was consistent across multiple trials.
- To find the median, simply sort the numbers and select the center.
- The median is a key metric in evaluating performance.
- She emphasized the importance of the median in her findings.
- The median age of the workforce is increasing.
- The median can provide insight into the economic status of a region.
- The median is less affected by skewed data than the mean.
- The median home price in the city is on the rise.
- By comparing the median to the mean, we can assess skewness.
- The median value was calculated using statistical software.
- The median of these results will help guide our decisions.
- The median line indicates the center of the triangle.
- The median is essential for understanding the data's distribution.
- The median of the survey responses showed a positive trend.
- We should report the median alongside other statistics.
- The median was used to summarize the data effectively.
- The median is a standard measure in statistics.
- The median helps to reduce the impact of outliers.
- The median serves as a useful reference point in analysis.
- The median of the class scores was higher than last year.
- To accurately report the median, all data must be included.
- The median can differ significantly from the mean in skewed distributions.
- The median provides a better understanding of typical values.
- The median of the time taken to complete tasks was recorded.
- The median represents a central point in various applications.
- The median was derived from a well-structured dataset.
- The median serves as a foundation for further analysis.
- The median was calculated to illustrate the central tendency.
- The median effect of the medication was evaluated.
- The median is a crucial element in statistical summaries.
- The median value indicates the middle ground in data sets.
- The median score of the test was 80.
- The median is commonly used in surveys and research.
- The median provides a clear picture of overall performance.
- The median income reflects the economic conditions of the area.
- The median was influenced by several high-income outliers.
- The median result should be taken into consideration.
- The median serves as a reliable estimate in many cases.
- The median can highlight differences in data distributions.
- The median was clearly defined in the study.
- The median value can help in decision-making processes.
- The median response was analyzed to determine customer satisfaction.
- The median of the financial data was particularly noteworthy.
- Calculating the median is a fundamental skill in statistics.
- The median was less volatile compared to the mean.
- The median findings were shared in the final report.