- #1
Ocata
- 198
- 5
Hi,
Suppose there is a very thin square tile set evenly on the floor such that one corner is at the origin, (0,0) of an xy plane. The tile is 1 x 1 units and thus, the corner of the tile opposite of the origin is at (1,1) on the xy plane.
Suppose the corner of the tile at (1,1) is grasped and lifted by some amount such that the corner of the tile at (1,0) is raised by .25 units and the corner of the tile at (0,1) is raised by .25 units as well.
Does this mean that the corner of the tile, (1,1) has been lifted by an amount of .25 + .25 = .5 units?
Suppose there is a very thin square tile set evenly on the floor such that one corner is at the origin, (0,0) of an xy plane. The tile is 1 x 1 units and thus, the corner of the tile opposite of the origin is at (1,1) on the xy plane.
Suppose the corner of the tile at (1,1) is grasped and lifted by some amount such that the corner of the tile at (1,0) is raised by .25 units and the corner of the tile at (0,1) is raised by .25 units as well.
Does this mean that the corner of the tile, (1,1) has been lifted by an amount of .25 + .25 = .5 units?