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- 1. Multiple Choice
Which of the following is a radius in the picture?
AB
FE
BF
EB
- 2. Multiple Choice
What does congruent mean?
Completely different size and shape
Similar size and shape
Same size and shape
- 3. Multiple Choice
Name two congruent segments in the figure.
AF and FB
FE and FB
EB and BD
AB and CB
- 4. Multiple Choice
What does it mean if a triangle is isosceles?
All 3 sides are congruent
At least 2 sides must be congruent
None of the sides are congruent
Triangle's vertices must all lie on the same circle
- 5. Multiple Choice
What is a perpendicular bisector of a segment?
A line that crosses through the midpoint of the segment at right angles
A line that crosses through the midpoint of the segment
A line that crosses the segment at a 90 degree angle
A line that is parallel to the given segment
- 6. Multiple Choice
Which of the statements below is NOT true of the figure shown?
AE = AF
Line DF is the perpendicular bisector of Segment AB
AD = DB
Angle ACD is a right angle
AC = BC
- 7. Multiple Choice
Ms. McNulty used a compass and straightedge to construct the image shown. Which of the following must be true?
Segment CD is parallel to Segment AB.
Segment XP bisects Segment CD.
X is the midpoint of Segment AB.
XP is perpendicular to Segment CD.
- 8. Multiple Choice
What type of triangle is shown in the figure?
Scalene
Isosceles
Equilateral
Can't be determined
- 9. Multiple Choice
What shape did we construct using this image?
Scalene triangle
Regular hexagon
Regular octagon
Right triangle
- 10. Multiple Choice
What is the BEST definition of a circle?
A figure formed using a compass
A shape with no sides or edges
The set of all points that are the same distance from the center point.
- 11. Multiple Choice
You know line m is parallel to line n. If you know line t is perpendicular to line n, what else do you know?
Line t is parallel to line m
Line t is perpendicular to line m
Line t never intersects line m
- 12. Multiple Choice
Mr. Whitten constructed the perpendicular bisector of PQ and it intersects the segment at M. Which of the following must be true?
PM = QM
PM = PQ
M is closer to P than to Q
Can't be determined without the rest of the picture
- 13. Multiple Choice
Mr. Gosser is practicing using his compass. What did he construct in this image?
3 angle bisectors
3 perpendicular bisectors
A triangle
3 circles
- 14. Multiple Choice
The two circles shown have the same center. Which of the statements below must be true?
DA=AE
AB=DB
DE=EB
DC=DB
- 15. Multiple Choice
Look carefully at the construction below.
Which of the statements is NOT true?
AB = AC
AD = BD
All sides of ACBD are congruent
All angles of ACBD are congruent
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