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Can you prove the following assertions using only Euclid's postulates and common notions? Explain your answer. Every line has at least two points lying on
Can you prove the following assertions using only Euclid's postulates and common notions? Explain your answer. Every line has at least two points lying on it. For every line there is at least one point that does not lie on the line. For every pair of points , there is only one line that passes through and
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