Explain all postulate of euclids geomatery
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• a line can be produced infinetly on both sides
•two lines have no more than one point in common.
•only one unique line can pass through two given points
•infinite number of lines can pass through a given point
•if the sum of interior opposite angles taken on one side of a transervsal is less than 180 degree, the two lines will intersect at some point on that same side.
• through a given point above a given line, there exists a unique line parallel to that given line and passing through the given point.
•two lines have no more than one point in common.
•only one unique line can pass through two given points
•infinite number of lines can pass through a given point
•if the sum of interior opposite angles taken on one side of a transervsal is less than 180 degree, the two lines will intersect at some point on that same side.
• through a given point above a given line, there exists a unique line parallel to that given line and passing through the given point.
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