Question

for each statement, circle true or false. then, explain your answer

1. points a, b, and c are collinear. true false ______

line with a, b, c

1. points w, x, y, and z are collinear. true false ______

line with w, x, y, • z

1. points j, k, and l are not collinear. true false ______

line with j, • k, • l

1. points s and t are collinear. true false ______

line with s, t
use the figure to the right to answer each question.

1. name all sets of collinear points. figure: a---b---c (horizontal line), d---b---e (diagonal line)
2. name the points that are not collinear to $overleftrightarrow{de}$. ______

use the provided information to draw and label the figure in the box to the right.

1. $overleftrightarrow{bk}$ intersects $overleftrightarrow{jm}$ at point l.

$overleftrightarrow{rt}$ is parallel to $overleftrightarrow{jm}$ and intersects $overleftrightarrow{bk}$ at point c.
use your drawing to name all sets of collinear points
and two sets of points that are not collinear.
collinear ______
not collinear ______
© carson-dellosa cd-104245
10

Explanation:

Question 1

Step1: Recall collinear definition

Collinear points lie on the same line.

Step2: Analyze points A, B, C

Points A, B, C are on the same straight line (as per the diagram), so they are collinear.

Question 2

Step1: Recall collinear definition

Collinear points lie on the same line.

Step2: Analyze points W, X, Y, Z

Points W, X, Y are on a line, but Z is not on that line (from the diagram), so not all four are collinear.

Question 3

Step1: Recall collinear definition

Collinear points lie on the same line.

Step2: Analyze points J, K, L

Point K is not on the line containing J and L (from the diagram), so they are not collinear.

Question 4

Answer:

True