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Exploring Lines - Page 4 (6th grade, review for 7th grade)
Line property 4: if two lines are
parallel (notation: L1 || L2), then from a given point on
one line there exists a shortest line segment whose other endpoint lies on the
second line and whose length, d, is the minimum of all lengths of all
line segments between L1 and L2. Since L1 and L2
are parallel lines, as we move this line segment along these lines, this distance does not vary.
All of these segments are perpendiculars. (notation: S ⊥ L1
and S ⊥ L2.) The segment S is also said to be othogonal to the parallel lines.
Another view is: given a line L and distance d,
there exists exactly two lines, one on each side of L, at the distance d
from L.

This is another FREE GEOMETRY PRINTABLE presented to you from the
Geometry section of
K12math.com
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