QUESTION IMAGE
Question
guided practice
vocabulary apply the vocabulary from this lesson to answer each question.
- give an example from your classroom of three collinear points.
- make use of the fact that endpoint is a compound of end and point and name the endpoint of $overline{st}$.
use the figure to name each of the following.
- five points
- two lines
- two planes
- point on $overleftrightarrow{bd}$
draw and label each of the following.
- a segment with endpoints m and n
- a ray with endpoint f that passes through g
use the figure to name each of the following.
- a line that contains a and c
- a plane that contains a, d, and c
sketch a figure that shows each of the following.
- three coplanar lines that intersect in a common point
- two lines that do not intersect
practice and problem solving
use the figure to name each of the following.
- three collinear points
- four coplanar points
- a plane containing e
draw and label each of the following.
- a line containing x and y
- a pair of opposite rays that both contain r
use the figure to name each of the following.
- two points and a line that lie in plane t
- two planes that contain $ell$
sketch a figure that shows each of the following.
- a line that intersects two nonintersecting planes
- three coplanar lines that intersect in three different points
Let's take question 1 as an example to solve it:
Step1: Recall the definition of collinear points
Collinear points are points that lie on the same straight line.
Step2: Find an example in the classroom
In a classroom, consider the points where the corners of a whiteboard meet a vertical edge (like the top - left corner, a point along the vertical edge, and the bottom - left corner of the whiteboard), or the points along the edge of a ruler placed on the desk. Another common example is the three points: the front - left corner of a desk, a point along the front edge of the desk, and the front - right corner of the desk. These three points lie on the same straight line (the front edge of the desk).
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For example, the front - left corner of a desk, a point in the middle of the front edge of the desk, and the front - right corner of the desk (these three points are collinear as they lie on the straight front edge of the desk).
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