Question

Given two distinct piont there is a unique line them

Answer 1

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Solution:

There are so many undefined terms which should be listed they are consistent because they deal with two different situations which are as follows:

1.

If two points A and B are given then there exist a third point C which is in between A and B.

2.

If two points A and B are given then we can take a point C which do not lie on the line passing through the points A and B . Thus these points do not contradict each other.

These postulates do not follow Euclid's postulates. However they follow axiom. Euclid postulate 1 axiom states that through two distinct points there is a unique lines that passes through them.

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