4.6 More Special Segments In A Triangle
14 Questions
| Total Attempts: 77
The Segments in a Triangle are perpendicular bisectors, angle bisectors, medians, altitudes, and midsegments.
Questions and Answers
- 1.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.- A.
Perpendicular Bisector
- B.
Altitude
- C.
Median
- D.
Midsegment
- 2.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.
- A.
Perpendicular Bisector
- B.
Angle Bisector
- C.
Median
- D.
Altitude
- 3.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.
- A.
Perpendicular Bisector
- B.
Angle Bisector
- C.
Altitude
- 4.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.
- A.
Median
- B.
Angle Bisector
- C.
Altitude
- 5.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.
- A.
Median
- B.
Angle Bisector
- C.
Altitude
- 6.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.
- A.
Altitude
- B.
Perpendicular Bisector
- C.
Median
- 7.
Given the following picture and markings, identify if the dotted line is an angle bisector, a perpendicular bisector, an altitude, a misegment or a median. Choose the one that best represents the dotted line.
- A.
Median
- B.
Angle Bisector
- C.
Altitude
- 8.
- A.
Median x = 1
- B.
Median x = 10
- C.
Median x = 7
- 9.
- A.
Angle Bisector x = 15
- B.
Angle Bisector x = 13
- C.
Angle Bisector x = 10
- 10.
- A.
2/1
- B.
1/2
- C.
-1/2
- 11.
- A.
Perpendicular Bisector
- B.
Angle Bisector
- C.
Median
- 12.
- A.
N = 8
- B.
N = 6
- C.
N = 5
- 13.
- A.
60
- B.
56
- C.
24
- 14.
- A.
-3/2
- B.
2/3
- C.
-2/3
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Sample QuestionIdentify the angle relationship between the two angles shown.
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