Centroid example sentences

Related (3): mid-point, heart, hub

"Centroid" Example Sentences

The centroid is the point where all the medians of a triangle meet.
To calculate the centroid of a shape, you must find the arithmetic mean of the coordinates.
The centroid of a circle is its center.
The centroid of a rectangle is located at half the length and half the width.
The centroid of a parallelogram lies on the line connecting the midpoints of opposite sides.
The centroid of a trapezoid can be found by taking the average of the bases and multiplying by the height.
The centroid is also known as the center of gravity.
The centroid of a sphere is located at its geometric center.
The centroid of a cone or pyramid is located a third of the way up from the base to the apex.
The centroid of a regular polygon lies at the intersection of its diagonals.
The centroid of a curve can be found by calculating the average of all its points.
The centroid of a triangle divides each median into two parts.
The centroid of a solid object can be found by dividing it into smaller, simpler shapes.
The centroid is an important concept in physics and engineering.
The centroid of a line segment is located at its midpoint.
The centroid of a region is the point that balances the area around it.
The centroid of a set of points is the mean of all their coordinates.
The centroid is always located within the shape it describes.
The centroid of a polygon can be found by dividing it into triangles and taking their average.
The centroid of a composite shape can be found by adding up the centroids of its component parts.
The centroid is widely used in computer graphics to determine the position of objects in a scene.
The centroid of a distribution is the point where its probability density function is centered.
The centroid of a star shape is located at the intersection of its diagonals.
The centroid is a fundamental property of any shape in geometry.
The centroid of a point set can be used to filter out outliers.
The centroid is a measure of the shape's balance.
The centroid of an irregular shape can be found by breaking it down into simpler shapes.
The centroid of a fractal is a complex, self-referential concept.
The centroid is closely related to the concept of geometric center.
The centroid of a surface can be found by dividing it into smaller facets and calculating their centroids.

Common Phrases

Find the centroid of the given figure;
The centroid of a triangle is the point of intersection of its medians;
The centroid of a circle lies at its center;
To calculate the centroid of a polygon, divide it into smaller triangles and find the centroid of each triangle;
The centroid of a rectangle lies at the intersection of its diagonals;
The centroid of a complex shape can be found by breaking it down into simpler shapes and finding the centroid of each shape;
The centroid is a key characteristic of a shape and is used in various calculations, such as finding the moment of inertia and center of gravity.