Geometry Chapter 3 Test Helps
Test Date: Friday, October 23
Chapter Review due Friday, October 23:
pp 191-3:1-5,8-24, p 162:3, p155:10-12.
Plus extra assigned in class.(8 pts)
Be able to do the following constructions:
 Copy an angle
 Copy a segment
 Perpendicular bisector of a segment
(necessary to find midpoint)
 Perpendicular lines (point on a line and
point off of a line [altitude in a triangle]
 Rectangle or square
 Angles given a measure (combinations
of 90 & 60 & angle bisectors)
 Angle bisectors
 Median of a triangle
 Altitude of a triangle
 Circumscribed circle about a triangle
 Inscribed circle about a triangle
 Incenter
 Orthocenter
 Centroid
 Circumcenter
Geometry Chapter 3 Test Helps
Test Date: Friday, October 23
Chapter Review due Friday, Oct 23:
pp 191-3:1-5,8-24, p 162:3, p155:10-12.
Plus extra assigned in class. (8 pts)
Be able to do the following constructions:
 Copy an angle
 Copy a segment
 Perpendicular bisector of a segment
(necessary to find midpoint)
 Perpendicular lines (point on a line and
point off of a line [altitude in a triangle]
 Rectangle or square
 Angles given a measure (combinations
of 90 & 60 & angle bisectors)
 Angle bisectors
 Median of a triangle
 Altitude of a triangle
 Circumscribed circle about a triangle
 Inscribed circle about a triangle
 Incenter
 Orthocenter
 Centroid
 Circumcenter
You will need to know your conjectures
and your definitions –in particular the
new: centroid, orthocenter, incenter,
circumcenter, concurrent lines,
circumscribed circle, inscribed circle,
perpendicular bisector, median, altitude,
angle bisector
Be able to find unknown parts of the
medians of a triangle.
Be able to describe how the circumcenter
or incenter conjectures follows from the
perpendicular bisector or angle bisector
conjecture. Test will include: True/False,
Fill in the blank-short answer,
constructions, reasoning (explain why)
You will need to know your conjectures
and your definitions –in particular the
new: centroid, orthocenter, incenter,
circumcenter, concurrent lines,
circumscribed circle, inscribed circle,
perpendicular bisector, median, altitude,
angle bisector
Be able to find unknown parts of the
medians of a triangle.
Be able to describe how the circumcenter
or incenter conjectures follows from the
perpendicular bisector or angle bisector
conjecture. Test will include: True/False,
Fill in the blank-short answer,
constructions, reasoning (explain why)