Centroid
noun
The centroid is the center point of a shape, where all parts balance evenly.
The centroid of a triangle is found by intersecting the medians.

Often appears as...
- centroid of a triangle
- find the centroid
Usage tips
Neutral
geometric center, center of mass, average position
noun
In data analysis, the centroid can refer to the average of all data points within a cluster.
The centroid of the data cluster represents its mean location.

Often appears as...
- cluster centroid
- centroid in clustering
Usage tips
Formal
cluster center, mean point, data center
noun
The centroid is the center point of a shape, where all parts balance evenly.
The centroid of a triangle is found by intersecting the medians.

Often appears as...
- centroid of a triangle
- find the centroid
Usage tips
Neutral
geometric center, center of mass, average position
noun
In data analysis, the centroid can refer to the average of all data points within a cluster.
The centroid of the data cluster represents its mean location.

Often appears as...
- cluster centroid
- centroid in clustering
Usage tips
Formal
cluster center, mean point, data center
Definition 1 of 2

Mathematical Context
In geometry, a centroid represents the average location of all points.
In a triangle, the centroid is traditionally where the medians intersect.
Practical Usage
Use 'centroid' when discussing balance in physics or engineering.
The centroid is crucial for determining stability in structures.
Data Analysis
In statistics, the centroid can help identify central tendencies in datasets.
Understanding centroids is essential for effective data visualization.
Mathematical Context
In geometry, a centroid represents the average location of all points.
In a triangle, the centroid is traditionally where the medians intersect.
Practical Usage
Use 'centroid' when discussing balance in physics or engineering.
The centroid is crucial for determining stability in structures.
Data Analysis
In statistics, the centroid can help identify central tendencies in datasets.
Understanding centroids is essential for effective data visualization.
Mathematical Context
In geometry, a centroid represents the average location of all points.
In a triangle, the centroid is traditionally where the medians intersect.
Practical Usage
Use 'centroid' when discussing balance in physics or engineering.
The centroid is crucial for determining stability in structures.
Data Analysis
In statistics, the centroid can help identify central tendencies in datasets.
Understanding centroids is essential for effective data visualization.
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