Which sets of points are collinear? Select each correct answer. Q, E, and T R, D, and E W, E, and T F, W, and R
The Correct Answer and Explanation is:
To determine which sets of points are collinear, we need to observe the arrangement of the points and check if the points lie on the same straight line.
Looking at the diagram:
- Q, E, and T: The points Q, E, and T are not aligned along the same straight line, so they are not collinear.
- R, D, and E: These points do not lie on a straight line either, so they are not collinear.
- W, E, and T: The points W, E, and T lie on the same straight line, so they are collinear.
- F, W, and R: These points do not lie on a straight line, so they are not collinear.
The correct answer is: W, E, and T.
Explanation: Collinear points are points that lie on the same straight line. Based on the diagram, only the points W, E, and T appear to lie on the same line. The other sets of points do not. This principle helps in identifying collinearity in geometric diagrams.
