Question

1. name three points.
2. give another name for line g.
3. name a pair of opposite rays.
4. give another name for plane v.
5. name 2 collinear points.
6. name the one point that is not coplanar.
7. give another name for rs ⇔

Explanation:

1. Answer: Three points for line \(g\) could be \(W\), \(Q\), \(R\) (assuming they lie on line \(g\) as per the figure).

Step1: Identify points on line

Observe the figure to find points on line \(g\).

1. Answer: Another name for line \(g\) could be line \(WR\) (assuming \(W\) and \(R\) are on the line as shown).

Step1: Select two points

Choose two distinct points on line \(g\) to rename it.

1. Answer: A pair of opposite rays could be \(\overrightarrow{QR}\) and \(\overrightarrow{QS}\) (assuming \(Q\) is the common - endpoint and \(R\) and \(S\) are in opposite directions).

Step1: Find common - endpoint

Locate a point from which two rays extend in opposite directions.

Step2: Name the rays

Name the two rays with the common endpoint.

1. Answer: Another name for Plane \(V\) could be Plane \(RQS\) (assuming \(R\), \(Q\), and \(S\) are non - collinear points on the plane).

Answer:

Step1: Recall line - naming rule

Remember that a line can be named with two points on it in either order.