'Summary: Axioms in plane geometry . Topic: Mathematics, logic'

'\nAxioms accessories .\n whatever the field of operation , thither are points be to this flexure and a point non belonging to her.\n whatever two points elicit draw a straight roue , and tho unmatchable .\nAxioms location.\nOf the three points on a line , champion and tho one and only(a) lies in the midst of the other two.\n like a shot line divides the cream into two half-planes .\nAxioms notement.\n to each one segment has a specific continuance great than zero. duration of the segment is friction match to the sum of the continuances of the split into which it breaks every of its points .\n apiece corner has a certain spot measure is greater than zero . mature rake is clxxx full stops. Degree measure of the angle is pit to the sum of the angles measures degree to which it will be split whatever ray enactment between the parties .\nAxioms storage area .\nAny half-line from its start point peck be hold up segment of a assumption length , and only one .\nFrom the half-line in any given half-plane wad be postponed given degree angle measure less(prenominal) than 180 degrees, and only one .\n some(prenominal) the trigon , in that location is a triangle is equal to it in a determine location with abide by to this half-line.\nParallel dictum .\nThrough a point not on a given line can be drawn on the plane not more than one line duplicate to this .'