Question: - Read the following statement: Given a line, , and a point, P, that is not on 1, there exists at most one line,

- Read the following statement: Given a line, , and a point,

- Read the following statement: Given a line, , and a point, P, that is not on 1, there exists at most one line, l2, such that PE l2, and link= . Do you think the statement can be proved as a theorem from Euclid's postulate set? If so, outline a proof for the statement. If not, explain why not.

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