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Rotate Vector
I have pont1(x1,y1,z1) and point2(x2,y2,z2) describing a vector.
How do I fined the angle of rotation by x,y,z
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The red object is ilustration of the vector.
Its hight is caluculated and it is the distance between point1 and point2.
I want to rotate this object so that the top of it drops on point1.
Thanks!!!

You have a lefthanded coordinate system there, which is going to muck everything up. (Lefthanded coordinate systems exist, but I am not at home in them.) I suggest you redraw it so that $\displaystyle \mathbf{i}\times\mathbf{j}=\mathbf{k},$ as in a proper righthanded coordinate system.

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Check out this web page. You can find the angle between the straightup vector and the vector from 1 to 2 by using the dot product or cross product method. I'd recommend the cross product method, because if you compute the cross product, you'll have the axis about which you want to rotate the line, and you can plug that into the web page to which I linked.
Cheers.

Thanks a lot for your answer, bu my problem is that I'm not very good at math, and I wrote a huge script and this now is the break pint. I really be thankful if you help me some more.

Out of curiosity, what is the script for?

it is MaxScript, for 3D graphics and animations.
Can I use one of these matrixes Rotation matrix  Wikipedia, the free encyclopedia