- #1
rockyshephear
- 232
- 0
Can anyone explain why it's important to be able to take vectors in an x,y,z coordinate system and be able to transform them into other coordinate systems. Could not all vector considerations be grappled with in the standard x,y,z coordinate systems? How important is this ability to physicists and mathematicians wrt to how often this is done? All the time, occassionally, hardly ever?