Select the correct answer from each drop-down menu. An axiom in Euclidean geometry states that in space, there are at least points that do
What do you know about the term "axioms", Jantzen? Do you know what those are?
Nope. I am doing this all virtual and this teacher expects us to know everything sooo yeah.
Ah, I see. So there was no mention of this term in any lesson that was given to you or anything?
Nope. He was in the hospital for a heart attack.
That's not good. I hope he heals. Well, anywho, I can inform you of the definition of an axiom so that you'll have an idea of what to answer here. Axioms are basically true statement about geometry. A good example of an axiom I know about: a straight line may be drawn between any two points.
That, in short, is what an axiom is. So i'm wondering what the question is asking in itself. You know the definition and have seen a good example. Is there anything else you're confused on?
Which phrase best describes the word definition in an axiomatic system? A. the accepted meaning of a term B. the statement of an axiom C. an accepted fact that is not proven D. a fact proven by using logic
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