in the ncert reader in pg 83 it is given that "A system of axioms is - Maths - Introduction to Euclid\s Geometry

Question

in the ncert reader in pg 83 it is given that "A system of
axioms is called consistent (see Appendix 1), if it is impossible
to deduce from these axioms a statement that contradicts any axiom
or previously proved statement So, when any system of axioms is
given, it needs to be ensured that the system is consistent " i did
not understand this topic pls can any of u explain it

Mohsin Musthafa · Answer

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in the ncert reader in pg 83 it is given that "A system of axioms is called consistent (see Appendix 1), if it is impossible to deduce from these axioms a statement that contradicts any axiom or previously proved statement So, when any system of axioms is given, it needs to be ensured that the system is consistent " i did not understand this topic pls can any of u explain it