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44 votes
44 votes
Points B, A, and E are:

A. coplanar and non-collinear
B. collinear and coplanar
C. non-collinear and non-coplanar
D. collinear and collinear

Points B, A, and E are: A. coplanar and non-collinear B. collinear and coplanar C-example-1
User Gep
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2.4k points

1 Answer

18 votes
18 votes

Answer:

Option B.

Explanation:

3 points are collinear if we can draw a line that connects the points.

And we know that any 2 or 3 points are always coplanar because we can find a plane such that the 2 or 3 points belong to it.

In the image we can see that B, A, and E are at the same y-value, thus these points are collinear, then the points define a line, and these are 3 points, thus we know that are coplanar.

Then points A, B, and E are collinear and coplanar.

The correct option is B.

User Rodo
by
3.6k points