Question

the number of possible line segments from 6 points such that no three points are collinear plz mark answer this i will mark u as brainliest give correct answer

Answer 1

Question= the number of possible line segments from 6 points such that no three points are collinear

Solution:

If you meant to ask how many line segments can be drawn through any 2 points out of 6 points such that none are colinear, then you can simply arrange the points in a form of an Hexagon and draw lines between each points.

So, let’s name the points A, B, C, D, E & F.

Line segments that can be drawn would be

AB

AC

AD

AE

AF

BC

BD

BE

BF

CD

CE

CF

DE

DF

EF

i.e. 15 line segments.