Well, it’s simple. First, make an X. Next, divide (x)(y)-(x)(y) into 2. Draw a line from one end of the line to the other. That’s pretty much it.
If you need to make a more complicated pattern, for example by using 4 or more Xes, then there are lots of ways to add them as you go, starting with two Xes and adding ones to it by increments of two.
For example, here’s a drawing we made to show the “zoom range” on our computer.
The Z-Axis is the X. And the Y-Axis is the Z. We’re drawing a circle to represent the z-axis.
As you can see, there’s some neat stuff here:
The yellow area is the Z-range (the range of the z-axis).
The blue area is the X-range.
The green area shows the Z-range on the mouse (the X range will be lower and the Z will be higher than the mouse. For the z-axis, this is a good place to place some space between the X-axis points to avoid being drawn as part of the middle Z-range).
The green circle also shows a bit of a curve – it looks a bit like the curve the middle of a box made by dragging the pointer around.
The black square is a box.
And we add a few more lines in some places. There’s a few ways to add more lines:
Just like our previous sketch, we’ll draw a few more boxes in different spots: Here, on the left we’ve added a bit of purple shading to the blue area. And here, on the right, blue highlights the area that the box should cover.
And if you’re drawing with a mouse, remember to make sure you always adjust the X- and Y-axis to the mouse position. Otherwise, when you move your mouse, you’re going to end up with the drawing you originally got.
One more thing. We have one more sketch to finish on this page. Let’s draw a circle representing the zoom range of our image viewer.
We’ll start by setting the X-axis to the X’s. And adjust it all the way until it looks like this:
Now, we’re drawing the x-axis for a circle.
And the other way through
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