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Earn +20 ptsQ: Which two points of concurrency always remain inside the triangle and why?
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What is the only type of triangle where all four points of concurrency are exactly the same?
Equilateral.
Which points of concurrency may lie outside the triangle?
The orthocentre (where the perpendicular bisectors of the sides meet).
What does orthocenter circumcenter centroid have in common?
they are all points of concurrency
Is a triangle a plane figure?
well yes, obviously. A triangle constitutes of three points, and you can always find a plane that traverses those three points.
Do three linear points make a triangle?
I think the question you mean to ask is, "Do three collinear points make a triangle?" Linear is simply the adjective form of "line", "collinear" is used to describe points that lie on the same line. (Two points not only can be collinear, but always are, so it makes little sense to describe them as such).Collinear points cannot make a triangle, a triangle requires three noncollinear points.
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