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I'll haver a go at answering this...
When it comes to vectors, PC-Dmis unitises them (that is it gives them a unit length of 1).
So the vector for 45° is 0.7071, 0.7071, 0 - if you do Pythagoras on that you'll see the hypotenuse is 1 .
However it will cope with non-unitised vectors. If I want to define a vector point at 45° I can enter the vector as 1,1,0, or 10,10,0 or 100,100,0 - the ratios are the same, so the angle/vector are the same.
So if you've any two points, the difference between X1 and X2, Y1 and Y2, and Z1 and Z2 is actually the vector of the line between them (easier to picture if you make the first point 0,0,0).
I'll haver a go at answering this...
When it comes to vectors, PC-Dmis unitises them (that is it gives them a unit length of 1).
So the vector for 45° is 0.7071, 0.7071, 0 - if you do Pythagoras on that you'll see the hypotenuse is 1 .
However it will cope with non-unitised vectors. If I want to define a vector point at 45° I can enter the vector as 1,1,0, or 10,10,0 or 100,100,0 - the ratios are the same, so the angle/vector are the same.
So if you've any two points, the difference between X1 and X2, Y1 and Y2, and Z1 and Z2 is actually the vector of the line between them (easier to picture if you make the first point 0,0,0).
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