$10$points lie in a plane,of which $4$ points are collinear.Barring these $4$ no three of the $10$ points are collinear.How many distinct quadrilaterals can be drawn?

Aryanna Blake
2022-10-12
Answered

$10$points lie in a plane,of which $4$ points are collinear.Barring these $4$ no three of the $10$ points are collinear.How many distinct quadrilaterals can be drawn?

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clietsoriergono

Answered 2022-10-13
Author has **5** answers

We are never told to use only four points. In other words, we can make a quadrilateral which includes more than four points of yours. For example, there may be another point on an edge of the quadrilateral.

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