Question
Let A and B be any two points on the plane and O be the origin. Prove that vector AB = vector OB - vector OA.
Let x be any other point on the plane prove that vector AB = vector xB - vector xA.
Let x be any other point on the plane prove that vector AB = vector xB - vector xA.
Answers
Related Questions
When asked what quadrant the coordinate (0,0) is in, should I put None or Origin as my answer?
It...
Find a single matrix that defines a rotation of the plane through an angle of π/6 about the origin,...
A point charge is placed at the origin an x, y coordinate grid. Then, a curve is drawn to connect al...