Question

refer to the figure. name the lines that are only in plane q. select choice previous

Explanation:

Step1: Analyze Plane Q's Lines

Look at the figure: Plane Q has points P, G, H, and lines. Line \( n \) (with G) and line \( q \) (with L, H) are entirely within Plane Q. The other line (like the one through M, C, D) is shared or in another plane.

Step2: Identify Exclusive Lines

Lines \( n \) (or \( \overleftrightarrow{Gn} \)) and \( q \) (or \( \overleftrightarrow{LqH} \)) are only in Plane Q. From the labels, line \( n \) (with G) and line \( q \) (with L, H) are exclusive to Plane Q. Commonly, line \( n \) (or \( \overleftrightarrow{Gn} \)) and line \( q \) (or \( \overleftrightarrow{Lq} \)) are the ones. But from the diagram, lines \( n \) (through G) and \( q \) (through L, H) are in Plane Q only.

Answer:

Lines \( \overleftrightarrow{Gn} \) (or line \( n \)) and \( \overleftrightarrow{Lq} \) (or line \( q \)) are only in plane Q. (If specific labels: Line \( n \) (with point G) and Line \( q \) (with points L, H) are in plane Q only.)