The parallel postulate states that through a given point NOT on a line: Select one: a. there is exactly one line parallel to the given line. b. there can never be a line parallel to the given line. c. there is exactly one line perpendicular to the given line. d. there can never be a line perpendicular to the given line.
This is the definition parallel postulate. noun, Geometry. 1. the axiom in Euclidean geometry that only one line can be drawn through a given point so that the line is parallel to a given line that does not contain the point. Also called parallel axiom. ( ithought it would help)
Well, you pretty much answered your own question.
i dont see the answer in it thats my problem
A or C
in a flat plane, how many different lines can be parallel to another line. if the location is fixed by a point, only 1, a certain orientation exactly
"the axiom in Euclidean geometry that only one line can be drawn through a given point so that the line is parallel to a given line" This implies that, given a line and a point not contained in such line, we can only draw one and only one line that is parallel to the given line through the point also given.
a. there is exactly one line parallel to the given line.
through a point, you can always just translate that around to make different ones
yeah, a
Thanks guys
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