Defining Geometric Terms: Line, Point, "Lie On", Between, Congruent

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Homework Help Overview

The original poster seeks definitions for several geometric terms, including midpoint, perpendicular bisector, ray, collinear points, and concurrent lines, while needing to incorporate five undefined terms: line, point, "lie on", between, and congruent.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Some participants suggest exploring various online resources for definitions, while the original poster expresses confusion despite using a dictionary. There is a mention of attempting to clarify the relationship between points A, B, and C in terms of lying on a line.

Discussion Status

The discussion is ongoing, with participants providing suggestions for additional resources to aid in understanding. There is no explicit consensus on the definitions yet, and the original poster continues to seek clarity.

Contextual Notes

The original poster indicates a struggle with the definitions and has only used a dictionary for reference, suggesting a potential gap in understanding the geometric concepts involved.

mamma_mia66
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Homework Statement



Define the following terms:
a) Midpoint M of segment AB.
b) Perpendicular bisector of a segment AB (you may use the term "midpoint" since ypu have just defined it).
c) Ray BDbisects angle ABC (given that point D is between A and C)
d) Points A, B, and C are collinear .
e) Lines l, m, and n are concurrent .

I need to use the five undefined geometric terms: line,point, "lie on", between, congruent.
Please someone help. Thank you.


Homework Equations




The Attempt at a Solution



I am lost. I used the dictionary, but still confused. I will apreciate any help.
 
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I am gessing for (d) Points A, B, and C lie on one line.
 
Have you tried wikipedia, mathworld, and/or planetmath?
 
No, I tried only online dictionary, but not much help. I will try these above. I tried google as I as can, but...
Thank you.
 
No problem, at your level, I would first try wikipedia then planetmath. Mathworld sometimes has a tendency to go crazy with linking definitions and one starts losing sight of the forest. Good luck.
 

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