using the given figure, another name for line p is select

Question

Accepted Answer

# Explanation:
## Step1: Recall line naming rule
A line can be named using two points on it.
## Step2: Identify points on line $ p $
Line $ p $ passes through points $ A $, $ E $, $ B $ (and extends as $ \mathcal{K} $). So another name can be line $ AB $, line $ AK $, line $ BA $, line $ KA $, line $ AE $, line $ EA $, line $ EB $, line $ BE $, etc. (Looking at the figure, common points are $ A $ and $ B $ or $ A $ and $ \mathcal{K} $, but from the labeled points $ A $, $ E $, $ B $ on line $ p $ (with $ \mathcal{K} $ as the ray but line extends), so line $ AK $ (or line $ AB $, line $ AE $ etc. But typically using two distinct points, so line $ AB $ or line $ AK $ (since $ \mathcal{K} $ is on the line). Wait, the line $ p $ has points $ A $, $ E $, $ B $, and the ray going to $ \mathcal{K} $, so the line can be named using any two points on it, like line $ AB $, line $ AK $, line $ BA $, line $ KA $, line $ AE $, line $ EA $, line $ EB $, line $ BE $. But from the figure, the line $ p $ is the same as line $ AK $ (since $ A $ and $ B $ (with $ \mathcal{K} $ direction) – actually, the line passes through $ A $, $ E $, $ B $, so another name is line $ AB $ (or line $ AK $ as $ \mathcal{K} $ is on the line). Wait, the standard way is to use two points on the line. So line $ p $ can be named as line $ AB $, line $ AK $, line $ BA $, line $ KA $, etc. Looking at the figure, the line $ p $ has points $ A $, $ E $, $ B $, so another name is line $ AB $ (or line $ AK $ since $ \mathcal{K} $ is on the line). So the correct name would be line $ AB $ (or line $ AK $, but let's check the points: $ A $ and $ B $ are on line $ p $, so line $ AB $ (or line $ AK $ as $ \mathcal{K} $ is the other end). So the answer is line $ AB $ (or line $ AK $, but from the figure, $ A $ and $ B $ are marked, so line $ AB $).
# Answer:
Line $ AB $ (or Line $ AK $, Line $ BA $, Line $ KA $, etc. – most appropriately Line $ AB $ or Line $ AK $ based on the figure's points)

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QUESTION IMAGE

Question

Explanation:

Step1: Recall line naming rule

Step2: Identify points on line \( p \)

Answer: