Triangle Centers Notes worksheet for geometry education, featuring definitions, diagrams, and fill-in-the-blank facts about centroid, circumcenter, incenter, and orthocenter.

A worksheet titled "Triangle Centers Notes" with a table listing four triangle centers: Centroid, Circumcenter, Incenter, and Orthocenter. Each center includes a name, special segment, picture, and important facts with blanks for student completion.

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- Triangle Centers- When 3 special segments in a triangle meet at a point, they create a triangle center or a point of concurrency. The 4 triangle centers are in the chart below.

Centroid:
- Always inside the triangle
- The triangle’s center of gravity

Circumcenter:
- Inside an acute triangle
- On a right triangle
- Outside an obtuse triangle
- Center of a circumscribed circle

Incenter:
- Always inside the triangle
- Center of an inscribed circle

Orthocenter:
- Inside an acute triangle
- On a right triangle
- Outside an obtuse triangle

Parent Tip: Review the logic above to help your child master the concept of circumcenter worksheet.

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