Question

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

Explanation:

Step1: Recall Ray and Angle Definition

A ray has a fixed starting point and extends infinitely in one direction. An angle is formed by two rays with a common endpoint. Here, the common endpoint is \( M \).

Step2: Draw Ray \( MT \)

Start at point \( M \), draw a straight line (with an arrow at the end) passing through point \( T \), extending beyond \( T \).

Step3: Draw Ray \( MP \)

Start at point \( M \), draw a straight line (with an arrow at the end) passing through point \( P \), extending beyond \( P \). The two rays \( MT \) and \( MP \) with common vertex \( M \) form an angle.

Answer:

(Visual description) Draw a point \( M \). From \( M \), draw a ray through \( T \) (labeled \( \overrightarrow{MT} \)) and another ray through \( P \) (labeled \( \overrightarrow{MP} \)). The angle is \( \angle TMP \) (or \( \angle PMT \)) formed by \( \overrightarrow{MT} \) and \( \overrightarrow{MP} \) with vertex \( M \).