Altitude vs Median Altitude and median are two heights used when discussing the geometry of a triangle. Altitudes of a Triangle Altitude of a triangle is a line segment perpendicular to a side and passing through the vertex opposing the side. Since a triangle has 3 sides, they each have a unique altitude per […]

## Difference Between Mean, Median and Mode

Mean vs Median vs Mode Mean, median, and mode are the primary measures of central tendency used in descriptive statistics. They are completely different from each other and cases in which they are used to summarize the data are also different. Mean The arithmetic mean is the sum of the data values divided by […]

## Difference Between Median and Average (Mean)

Median vs Average (Mean) Median and mean are measures of central tendency in descriptive statistics. Often Arithmetic mean is considered as the average of a set of observations. Therefore, here mean is considered as the average. However, average is not the arithmetic mean at all the times. Average The arithmetic mean is the sum […]

## Difference Between Central Tendency and Dispersion

Central Tendency vs Dispersion In descriptive and inferential statistics, several indices are used to describe a data set corresponding to its central tendency, dispersion, and skewness: the three most important properties that determine the relative shape of the distribution of a data set. What is central tendency? Central tendency refers to and locates the […]

## Difference Between Standard Deviation and Mean

Standard Deviation vs Mean In descriptive and inferential statistics, several indices are used to describe a data set corresponding to its central tendency, dispersion and skewness. In statistical inference, these are commonly known as estimators since they estimate the population parameter values. Central tendency refers to and locates the center of the distribution of values. […]

## Difference Between Mean and Median

Mean vs Median The mean and median are measures of a collection of data related to any single source information. We use mean and median to check the location of the data because they give an indication of a central value around which a set of values tends to cluster. Mean is the sum of […]