Question

which figure fits this geometric notation?

\overline{no}

Explanation:

Step1: Recall geometric notation

The notation \(\overline{NO}\) represents a line segment with endpoints \(N\) and \(O\).

Step2: Analyze each figure

• The first figure: It is a line segment with two distinct endpoints \(N\) and \(O\), which matches the definition of \(\overline{NO}\).
• The second figure: It is a line (extends infinitely in both directions), not a line segment.
• The third figure: The endpoint labels do not match the notation (the right - hand endpoint should be \(O\) and the left - hand endpoint should be \(N\) for a segment \(\overline{NO}\), but in this case, the right - hand endpoint is not \(O\) as an endpoint).

Answer:

The first figure (with a line segment having endpoints \(N\) and \(O\))