A three dimensional object is defined as something that gives the perception of depth. IN a standard drawing of a stick figure only two dimensions are used. Side to side and up and down. Referred to as the X axis and Y axis. In three dimension (3D) a third axis is added to the image, the Z axis, that indicates the depth of the object.
Using the X, Y and Z axis you can map an item in three dimensional space.
Suppose you are standing at a point and looking at a line that stretched directly ahead of you into the distance. We will tag this the X axis. The horizon ahead of you is the y axis, which runs parallel to the X axis. These two lines define two dimensions. To add the third dimension we need a third line that runs directly up and down at the point that the X axis and the Y axis meet.
We will tag the point that all three axis meet as 0.0 in our example. We will also use a measurement of one step to measure distances. If you stand at 0.0 and take one step forward you will have moved one step forward on the X axis. This will place you one step along the X axis, but at the same level on the Z axis, and at the same position side to side on the Y axis. Your new position is: X = 1.0, Y = 0.0, Z = 0.0
If you take steps to the left or right, then your position on the Y axis will change. Let’s take three steps to the right.
Now we are at: X = 1.0, Y = 3.0, Z = 0.0
We are one step forward and three steps to the right. Go two steps up a ladder and we have: X = 1.0, Y = 3.0, Z = 2.0
If we had stepped backward, or to the left, or gone down a ladder instead of up one, then the coordinates would be counted in negative numbers. So if we start back at 0.0 and take one step back, three steps to the left, and climb down two rungs on a ladder we are at:
X = -1.0, Y = -3.0, Z = -2.0
These are the measurements that are used in 3D to create objects rendered in three dimensions. I will explain how that works in another post.









