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Median vs. Tertile: Know the Difference

Shumaila Saeed
By Shumaila Saeed || Updated on December 29, 2023
Median is the middle value in a sorted list of numbers, while tertiles divide a dataset into three equal parts based on their values.
Median vs. Tertile

Key Differences

Median represents the middle value in a dataset when it is arranged in ascending or descending order, effectively dividing the dataset in half. Tertiles, on the other hand, divide the dataset into three equal parts, identifying the cut-off points at the 33rd and 67th percentiles.
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Dec 29, 2023
In a dataset, the median is the point where 50% of the data lies below and 50% above it, used as a measure of central tendency. Tertiles are used to understand the distribution of data, with each tertile representing a third of the dataset.
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The median is less sensitive to outliers and skewed data compared to the mean, providing a more accurate representation of the dataset's center. In contrast, tertiles provide a broader view of the data’s spread, dividing it into three segments to analyze different ranges within the data.
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Dec 29, 2023
When calculating the median, if the dataset has an odd number of observations, it is the middle number; with an even number, it is the average of the two middle numbers. Tertiles, however, are specifically about dividing the data into three distinct parts, regardless of the dataset's size.
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The median is a commonly used measure in statistics, particularly useful in income and property value analyses. Tertiles are often used in more detailed statistical analysis, especially in fields like economics, to categorize and compare subsets of data.
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Comparison Chart

Definition

Middle value in a sorted list of numbers.
Divides data into three equal parts.
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Purpose

Measures central tendency.
Analyzes distribution and range of data.
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Sensitivity to Data

Less sensitive to outliers.
Offers a detailed view of data segments.
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Calculation Method

Middle number, or average of two middle numbers in even-sized datasets.
Divides data into 33rd and 67th percentile segments.
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Common Usage

Used in analyzing income, property values.
Used for detailed statistical analyses in various fields.
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Median and Tertile Definitions

Median

Divides a dataset into two equal halves.
In this dataset, the median divides the ages into two groups.
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Tertile

Used for detailed data distribution analysis.
Income levels were categorized into tertiles for the study.
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Median

Used in both even and odd-sized datasets.
With an even number of houses, the median value was calculated by averaging two middle prices.
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Tertile

Based on 33rd and 67th percentiles.
The second tertile contained students with average performances.
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Median

Relating to, located in, or extending toward the middle.
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Tertile

Divides data into three equal segments.
The first tertile represented the lowest third of test scores.
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Median

(Anatomy) Of, relating to, or situated in or near the plane that divides a bilaterally symmetrical animal into right and left halves; mesial.
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Tertile

Aids in comparative analysis of data subsets.
The company focused on the middle tertile for market expansion.
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Median

(Statistics) Relating to or constituting the middle value in a distribution.
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Tertile

Segments data into lower, middle, and upper thirds.
The upper tertile highlighted the top-performing sales regions.
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Median

A median point, plane, line, or part.
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Tertile

(statistics) Either of the two points that divide an ordered distribution into three parts, each containing a third of the population.
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Median

The dividing area, either paved or landscaped, between opposing lanes of traffic on some highways. Also called regionally boulevard, mall, median strip, meridian, neutral ground.
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Tertile

(statistics) Any one of the three groups so divided.
The first tertile results include January through April's revenues.
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Median

(Statistics) The middle value in a distribution, above and below which lie an equal number of values.
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Median

A line that joins a vertex of a triangle to the midpoint of the opposite side.
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Median

The line that joins the midpoints of the nonparallel sides of a trapezoid.
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Median

A central vein or nerve, especially the median vein or median nerve running through the forearm and arm.
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Median

(geometry) A line segment joining the vertex of triangle to the midpoint of the opposing side.
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Median

(statistics) A number separating the higher half from the lower half of a data sample, population, or probability distribution. The median of a finite list of numbers can be found by arranging all the observations from lowest value to highest value and picking the middle one (e.g., the median of {3, 3, 5, 9, 11} is 5). If there is an even number of observations, then there is no single middle value; the median is then usually defined to be the mean of the two middle values.
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Median

(US) The area separating two lanes of opposite-direction traffic; the median strip.
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Median

(anatomy) Situated in a middle, central, or intermediate part, section, or range of (something).
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Median

In the middle of an organ, structure etc.; towards the median plane of an organ or limb.
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Median

(statistics) Having the median as its value.
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Median

Being in the middle; running through the middle; as, a median groove.
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Median

Situated in the middle; lying in a plane dividing a bilateral animal into right and left halves; - said of unpaired organs and parts; as, median coverts.
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Median

A median line or point.
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Median

The value below which 50% of the cases fall
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Median

Relating to or constituting the middle value of an ordered set of values (or the average of the middle two in an even-numbered set);
The median value of 17, 20, and 36 is 20
The median income for the year was $15,000
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Median

Dividing an animal into right and left halves
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Median

Relating to or situated in or extending toward the middle
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Median

The middle value in an ordered dataset.
The median income of the group was $50,000.
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Median

A measure of central tendency in statistics.
The median score was a more accurate reflection than the average.
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Median

Less affected by outliers in data.
The median rent was not skewed by a few extremely high values.
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Repeatedly Asked Queries

Can median be the same as the mean?

Sometimes, but not necessarily, especially in skewed distributions.
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How are tertiles calculated?

By dividing the dataset into three parts at the 33rd and 67th percentiles.
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What is a median?

Median is the middle value in an ordered set of numbers.
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How is the median calculated?

By arranging data in order and finding the middle value.
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Is median affected by extreme values?

No, median is less sensitive to outliers compared to the mean.
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What is a tertile?

Tertile is a division of data into three equal parts.
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Do tertiles contain an equal number of data points?

Yes, each tertile contains approximately one-third of the data points.
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Can median be used for all types of data?

Yes, median can be used for both numerical and ordinal data.
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Are median and average the same?

No, median is the middle value, while average refers to the mean.
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How do tertiles help in statistical analysis?

They provide insights into the spread and range of the data.
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What is the use of tertiles?

Tertiles are used to analyze data distribution and segment it for comparison.
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What does the first tertile represent?

The first tertile represents the lower third of a dataset.
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What if a dataset has an even number of observations?

For the median, average the two middle numbers; for tertiles, divide as closely as possible to thirds.
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Is median suitable for large datasets?

Yes, median can be effectively used in both large and small datasets.
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Is the median always a value from the dataset?

In odd-sized datasets, yes; in even-sized, it's the average of two middle values.
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Do tertiles indicate the average of data?

No, they segment the data but don't indicate averages.
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Are tertiles used in economic studies?

Yes, particularly for income distribution and similar studies.
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Can median be used in skewed data?

Yes, it's particularly useful in skewed distributions.
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Can tertiles be used for categorical data?

They are best suited for ordinal or continuous data.
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Does every dataset have a clear median?

Yes, every ordered dataset has a median, even if it's the average of two middle values.
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Shumaila Saeed
Written by
Shumaila Saeed
Shumaila Saeed, an expert content creator with 6 years of experience, specializes in distilling complex topics into easily digestible comparisons, shining a light on the nuances that both inform and educate readers with clarity and accuracy.

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