https://www.sinmath.com/topic/position-of-two-vectors/Recent content in position of two vectors on Mathematics Learning PortalHugo -- gohugo.io© {year} | Mathematics Learning PortalWed, 10 Jan 2024 19:12:16 +0700https://www.sinmath.com/geometric-interpretation-of-the-position-of-two-or-more-vectors/Wed, 10 Jan 2024 19:12:16 +0700https://www.sinmath.com/geometric-interpretation-of-the-position-of-two-or-more-vectors/1. Inline (collinear) vectors Points P, N, and Q are said to be collinear if the vector constructed by two points between them can be expressed as the vector product of the other two points. Thus, if the points P, N and Q lie on a straight line, N is said to divide the line segment PQ in the ratio k, if $\overrightarrow{PN}~=k\text{ }\overrightarrow{NQ}$. Definition of inline (collinear) points Three points P, N, and Q are said to be collinear if and only if $(\Leftrightarrow )$