Geometry Ch. 5 Test
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- 1.Select what you need to find to construct a perpendicular bisector. (Select all that apply)
- A.
Opposite reciprocal slope of a line or segment
- B.
Opposite vertex
- C.
Midpoint of the segment or side
- D.
Opposite side
- 2.Select what you need to find to construct a median. (Select all that apply)
- A.
Opposite reciprocal slope of a line or segment
- B.
Opposite vertex
- C.
Midpoint of the segment or side
- D.
Opposite side
- 3.Select what you need to find to construct a altitude. (Select all that apply)
- A.
Opposite reciprocal slope of a line or segment
- B.
Opposite vertex
- C.
Midpoint of the segment or side
- D.
Opposite side
- 4.What is true about the centroid? (Select all that apply)
- A.
It is the point of concurrency of the medians.
- B.
It is one-thirds the distance from one side and two-thirds the distance to the opposite side.
- C.
It can lie inside, outside or on the triangle.
- D.
It is found using the average of the vertices.
- 5.What do you need to determine to find the equation of the perpendicular bisector of a segment? (Select all that apply)
- A.
Midpoint
- B.
Slope of the segment
- C.
Opposite reciprocal slope to the segment
- D.
Opposite vertex
- 6.
![What can you conclude from the diagram? (Select all that apply) - ProProfs]( "What can you conclude from the diagram? (Select all that apply)")
What can you conclude from the diagram? (Select all that apply)- A.
R is the midpoint of PQ
- B.
S is equidistant to points P and Q
- 7.
![What can you conclude from the diagram? (Select all that apply) - ProProfs]( "What can you conclude from the diagram? (Select all that apply)")
What can you conclude from the diagram? (Select all that apply)- A.
Point W is the incenter.
- B.
Point W is equidistant from each vertex.
- C.
Point W is the center of gravity.
Questions: 11 | Attempts: 11 | Last updated: Jun 3, 2020
Questions: 5 | Attempts: 131 | Last updated: Jan 15, 2013
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Sample QuestionPoint A is to be graphed in a quadrant, not on an axis, of the standard (x, y) coordinate plane below. If the x-coordinate and the y-coordinate of point A are to have the same signs, then point A must be located in:
Questions: 10 | Attempts: 155 | Last updated: Jan 15, 2013
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Sample QuestionFind the Slope of a line with the points (-4,6) and (1,10)
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