- #1
Swapnil
- 459
- 6
What's the difference between a point and a vector (both of which are situated in 3-Dimentions)? I mean, they are similar in a way that they can be represented as an ordered 3-tuple (x,y,z). But then they are different because vectors have a direction but points do not.
How would a mathematician differentiate between these two concepts?
How would a mathematician differentiate between these two concepts?