What is the greatest number of line segments determined by six coplanar points when know three are collinear?
Given three collinear points R, S, T: If S is between R and T, then ray SR and ray ST are opposite rays. The greatest number of line segments you can have are 18. ChaCha!
Answered -
Related Questions
-
What is the greatest common factor of the numbers 33 and 18?
The greatest common factor (GCF) of the numbers 33 and 18 is ...
-
Is it possible for two numbers to have the same least common multiple and greatest common factor?
No.The greatest common factor cannot be larger than the small...
-
What part of the world are the greatest number of extinctions occurring?
Due to massive slash-and-burn operations going on in South Am...
-
Which continents experienced the greatest number of deaths from influenza?
Asia experiences the greatest number of deaths from the disea...
-
What is the greatest 1 digit prime number?
7 is the largest 1 digit prime number. ChaCha!
Comments