lines l,m and n are concurrent.Also lines r,l and m are concurrent.Draw a figure state whether lines r,l,m and n are concurrent or not
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Step-by-step explanation:
from the above drawn figure we conclude that , the four lines l,m,n and o are concurrent at point p.
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The lines r, l, m, and n are concurrent lines
Given:
Concurrent lines l, m, n and r, l, m
To Find:
Whether lines r, l, m, and n are concurrent or not
Solution:
When 2 or more lines pass through the same point then it is called concurrent lines.
It is given to us that r, l, m, and l, m, n are concurrent. It means that the lines have a common point of intersection. Let us consider the point of intersection as O.
Therefore, the lines r, l, m, and n are also concurrent. This is depicted in the image attached below.
Therefore, the lines r, l, m, and n are concurrent.
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