Center's of triangle's

Question 1

Incenter (I)

Answer 1

• Made by intersection of 3 Angle bisectors
• always inside triangle
• equidistant to each side
  -property: the incenter of a triangle is equidistant from the sides of the triangle.

Question 2

Centroid (R)

Answer 2

• made by intersecting 3 medians of a triangle
• inside triangle
• the long side will be twice the value of the short
  segment
• property:the centroid of a triangle is 2 thirds of the distance from each vertex to the midpt. Of the opposite side.

Question 3

Circumcenter (p)

Answer 3

• made by 3 perpendicular bisectors
  Property: the circumcenter of a triangle is equidistant from the vertices of the triangles

Question 4

Orthocenter (O)

Answer 4

• made by Intersecting three altitudes
• property: the lines containing the attitudes of a triangle are concurrent at the orthocenter (O)