QUESTION IMAGE
Question
- a(n) __ is a part of a line consisting of two points, called __ and the set of all points between them.
a. ray; endpoints
b. line segment; midpoints
c. vertex; midpoints
d. line segment; endpoints
e. endpoint; line segments
- a(n) ____ is a set of points that extend indefinitely in both directions, and it has length, but no depth or width.
a. plane
b. angle
c. line segment
d. ray
e. line
- identify what each of the following represents: $overline{ab}$; $overrightarrow{de}$; and $angle mno$
a. $overline{ab}$ is a line, $overrightarrow{de}$ is a line segment, and $angle mno$ is an angle.
b. $overline{ab}$ is a ray, $overrightarrow{de}$ is a line, and $angle mno$ is an angle.
c. $overline{ab}$ is a line segment, $overrightarrow{de}$ is a line, and $angle mno$ is an angle.
d. $overline{ab}$ is a line segment, $overrightarrow{de}$ is a ray, and $angle mno$ is a plane.
e. $overline{ab}$ is an angle, $overrightarrow{de}$ is a line, and $angle mno$ is a ray.
- if an obtuse angle is bisected, are the resulting smaller angles acute, right, or obtuse?
a. acute
b. right
c. obtuse
d. all of the above
e. none of the above
- complete the following sentence and determine the property being described: any quantity is ____ itself: $a = a$.
a. equal to; transitive property
b. equal to; reflexive property
c. substituted for; substitution property
d. subtracted from; subtraction property
e. multiplied by; multiplication property
- A line - segment is a part of a line with two endpoints and all the points between them.
- A line is a set of points that extend indefinitely in both directions, having length but no depth or width.
- $\overline{AB}$ represents a line - segment, $\overleftrightarrow{DE}$ represents a line, and $\angle MNO$ represents an angle.
- An obtuse angle is between 90° and 180°. When bisected, the resulting angles are less than 90° (acute).
- The statement $a = a$ represents the reflexive property where any quantity is equal to itself.
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- D. line segment, endpoints
- E. line
- C. $\overline{AB}$ is a line segment, $\overleftrightarrow{DE}$ is a line, and $\angle MNO$ is an angle.
- A. acute
- B. equal to; Reflexive Property