Question

1. identify the linear pair(s) that include ∠1.
2. identify the linear pair(s) that include ∠7.

Explanation:

To solve these problems, we need a diagram showing the angles (like a transversal with parallel lines, intersecting lines, etc.) to identify linear pairs. A linear pair of angles are adjacent angles that form a straight line (supplementary, sum to \(180^\circ\)) and share a common side and vertex.

Since the diagram is missing, here's how to approach it once you have the diagram:

For Question 13 (Identify linear pair(s) with \(\angle 1\)):

1. Locate \(\angle 1\) in the diagram.
2. Find angles adjacent to \(\angle 1\) that form a straight line (i.e., their non - common sides are opposite rays, forming a linear pair).

For Question 14 (Identify linear pair(s) with \(\angle 7\)):

1. Locate \(\angle 7\) in the diagram.
2. Find angles adjacent to \(\angle 7\) that form a straight line (share a common side and vertex, and their non - common sides are opposite rays).

If you provide the diagram (or a description of the angle positions, e.g., intersecting lines, parallel lines with a transversal, etc.), we can give the specific linear pairs.

Answer:

To solve these problems, we need a diagram showing the angles (like a transversal with parallel lines, intersecting lines, etc.) to identify linear pairs. A linear pair of angles are adjacent angles that form a straight line (supplementary, sum to \(180^\circ\)) and share a common side and vertex.

Since the diagram is missing, here's how to approach it once you have the diagram:

For Question 13 (Identify linear pair(s) with \(\angle 1\)):

1. Locate \(\angle 1\) in the diagram.
2. Find angles adjacent to \(\angle 1\) that form a straight line (i.e., their non - common sides are opposite rays, forming a linear pair).

For Question 14 (Identify linear pair(s) with \(\angle 7\)):

1. Locate \(\angle 7\) in the diagram.
2. Find angles adjacent to \(\angle 7\) that form a straight line (share a common side and vertex, and their non - common sides are opposite rays).

If you provide the diagram (or a description of the angle positions, e.g., intersecting lines, parallel lines with a transversal, etc.), we can give the specific linear pairs.