Final answer:
The statement 'No infinite values' reflects the Axiom of Continuity.
Step-by-step explanation:
The statement 'No infinite values' reflects the Axiom of Continuity.
The Axiom of Continuity states that if you have a set of values that are ordered and there is no largest or smallest value, then there must be a value between any two values.
In this case, the statement 'No infinite values' implies that there cannot be a value that is infinitely big or small, which aligns with the Axiom of Continuity.