What are the importance of axioms and postulates
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Two of the most important building blocks of geometric proofs are axioms and postulates.
Axioms and postulates are essentially the same thing: mathematical truths that are accepted without proof. Their role is very similar to that of undefined terms: they lay a foundation for the study of more complicated geometry.
Axioms and postulates are essentially the same thing: mathematical truths that are accepted without proof. Their role is very similar to that of undefined terms: they lay a foundation for the study of more complicated geometry.
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to know which has been proved and which is not.which out knowing this if we are believing means that is superstitious
samritisimmi:
Thnx
welcome
But is there any difference between both
yes
And whats that..
but similar words
believing it without prooofs
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