does euclid's fifth postulate imply the existence of parallel lines explain
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Yes euclid's fifth postulate is employee for parallelism of lines because if a straight line I falls on two straight lines M and n such as that the sum of interior angles on one side of I is 2 right angles then by euclid's fifth postulate line will not meet on the side of I
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Yes. Euclid's fifth postulate is imply for parallelism of lines because if a straight line l falls on two straight lines m and n such that sum of the interior angles on one side of l is two right angles, then by Euclid's fifth postulate the line will not meet on this side of l.
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