We consider two skew lines r and s in space, then
A. For any point R of r and any point S of s the distance between R and S is constant.
B. There is a single point R of r and a single point S of s such that the distance between R and S is minimal.
C. There exist an infinite of points R in r and S in s such that the distance between R and S is minimal
D. None of the above
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