Question

1. draw 2 rays that form an angle (ray m, t and ray m, p.)

Explanation:

Step1: Identify the vertex

The vertex for both rays is point \( M \), so we start by marking point \( M \) on the paper.

Step2: Draw the first ray

From point \( M \), draw a straight line segment in the direction of point \( T \). Extend this segment beyond \( T \) to form ray \( \overrightarrow{MT} \).

Step3: Draw the second ray

From point \( M \) (the same vertex), draw a straight line segment in the direction of point \( P \). Extend this segment beyond \( P \) to form ray \( \overrightarrow{MP} \). The angle between \( \overrightarrow{MT} \) and \( \overrightarrow{MP} \) is now formed.

Answer:

To draw the two rays forming an angle:

1. Mark point \( M \) as the vertex.
2. Draw ray \( \overrightarrow{MT} \) by starting at \( M \), passing through \( T \), and extending beyond \( T \).
3. Draw ray \( \overrightarrow{MP} \) by starting at \( M \), passing through \( P \), and extending beyond \( P \). The angle is formed between these two rays with vertex at \( M \). (Note: A visual representation would show two rays emanating from \( M \), one towards \( T \) and one towards \( P \), with the angle between them.)