In ?LON, OM bisects LN. What conclusion can we draw from this?
I have more, if you could IM me at xstarrlit, I think it would be easier. There's an image with it.
We don't IM because of the security risk to students. Perhaps we can help if you explain the drawing. In your post you have a question mark before LON. Is LON a triangle? If so is it a right triangle or not? And which is the hypotonuse? And with which line does OM intersect?
From the information provided, we can conclude that line segment OM divides line segment LN into two equal parts. This means that OM is the perpendicular bisector of LN. Since OM bisects LN, the lengths of LO and NO are equal. Additionally, since OM is the perpendicular bisector, it means that angle LOM and angle NOM are congruent.
However, without further information or a visual representation, it is difficult to draw more specific conclusions. If you could provide more details or a diagram, I would be able to provide a more comprehensive explanation.