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Triangle Centers Calculator

Enter three non-collinear coordinate points to calculate the four classical triangle centers, area, perimeter, inradius, circumradius, and an SVG position sketch.

Centroid = —Four classical triangle centers from coordinate vertices.
Circumcenter
Incenter
Orthocenter
Area
Inradius
Circumradius
Perimeter
Euler line G↔O↔H
Coordinate results use the coordinate units you enter. Nearly collinear points are numerically unstable and are rejected instead of returning misleading huge centers.

Connected geometry workflow

v10.86 connects broad area, perimeter, volume and surface-area heads with triangle, circle, polygon, coordinate-center and similarity specialists without replacing the established geometry engines.

Use consistent measurements and valid geometric assumptions

Keep linear inputs in a consistent unit, verify that side lengths or coordinate points can form the stated shape, and treat sketches as explanatory unless explicitly marked to scale. Coordinate formulas can become unstable for nearly degenerate shapes, so invalid or nearly collinear inputs are rejected rather than silently returning misleading values.

How to use this Triangle Centers Calculator

Calculate the centroid, circumcenter, incenter, orthocenter, inradius, and circumradius from three triangle vertices.

  1. Enter, paste, upload, or choose the inputs shown in the tool above.
  2. Adjust the available options for the result you need.
  3. Review the output before copying, downloading, or using it elsewhere.

What this tool does

Enter three non-collinear coordinate points to calculate the four classical triangle centers, area, perimeter, inradius, circumradius, and an SVG position sketch.

Practical tips and limits

Review the inputs and result before using the output elsewhere. Keep the original data when the operation changes or replaces content.

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