Question

$\sf \red{What \: is \: the \: difference \: between \: collinear }$
$\sf \red{ and \: coplanar?}$
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Answer 1

Explanation:

Collinear points lie on a single straight line. ... Coplanar points lie on a single plane. Also, coplanar vectors can be represented as the linear combination of one another.,(this was ///the //++answer friend ]]}}}

Answer 2

Answer:

Collinear: points are collinear if all of them are in the same straight line

Coplanar: points are coplanar if all of them are in the same PLANE

Two points are allways collinear. This is the simpliest way to draw a line.

Three points in space are allways coplanar, but not necesarily collinear.

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