PARALLEL LINES
PARALLEL LINES
Those line which never intersect each other and lie in
the same plane are called parallel lines.
·
Each pair of corresponding angle is
equal.
·
Each pair of alternate angle is
equal.
·
The sum of the interior angles on the
same side of the transversal is equal to 180 degree.
·
Two corresponding angles are equal so
two straight lines are parallel.
·
Two alternate angles are equal
so the two straight lines are parallel.
·
Two interior angle on the same side
of the transversal and their sum is 180 degree so the two straight line are
parallel
Two parallel lines are always
equidistant from one another.
Those line which are in the same
plane and are parallel to the same line , are parallel to one another .
Two intersecting straight lines can’t
be both parallel to a third straight line.
Those straight lines which are
perpendicular to the same straight line are parallel to each other.
Two parallel lines make equal
intercepts on those all transversals , which are perpendicular to the given
parallel lines .
The straight line drawn through the
middle point of a side of a triangle parallel to another side of the triangle
bisects the third side.
The straight line which joints the
middle points of two sides of a triangle is parallel to the third side .
If three parallel lines cut equal
intercepts on a transversal ,They will also cut equal intercepts on other
transversal.
If a straight line parallel to one
side of the triangles cut two other sides of the triangle at different points ,
then the intercepts made on these lines are proportional to those sides .
Three parallel lines make such
intercepts on two transversals which are proportional to one another i.e; the
ratio of the intercepts on one transversal is equal to the ratio of intercepts
on second transversal.
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