Question

when do we say that system of a axiom or consistont
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Answer 1

Answer:

An axiomatic system is consistent if the axioms cannot be used to prove a particular proposition and its opposite, or negation. It cannot contradict itself. In our simple example, the three axioms could not be used to prove that some paths have no robots while also proving that all paths have some robots.

Step-by-step explanation:

Answer 2

Answer:

when the system is consistont we say that as axiom

Step-by-step explanation: