I have two points (A, B) and the length of d. How can I find point C?



Compute a vector V from A to B, and normalize it.

V = (B - A) / |B - A|

Since the vector is normalized, it will have a length of one, and it will indicate the direction of B relative to A. If you then scale the vector by d you will have the displacement from A to C

V' = d * V

which you can simply add to A to yield C:

C = V' + A

In case your d is a ratio instead of a length, e.g 0.5 puts it on equal distance from A and B, you can do the following and avoid a normalization:

C = A * (1 - ratio) + B * ratio

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