Axiom 1. Each line is a set of three points.Axiom 2: Each point is contained by two lines.Axiom 3: Two distinct lines intersect at exactly one point.Questions:1. What are the undefined terms in this axiom set?2. Is the axiomatic system consistent? Why? Why Not? State what specific property isthe given axiomatic system.please paki answer po ​

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Answers 1

Answer:

1. Things which are equal to the same thing are equal to one another

2. no, because an axiomatic system is consistent, if there is no statement such that both the statement and it's negation are axioms or theorems of the axiomatic system. An axiomatic system that does not have the property of consistency has no mathematical value and is generally not of interest.

Step-by-step explanation:

These are the specific property of axiomatic system:

  • consistency
  • independence
  • completeness

These are the three properties of axiomatic system. A consistent system is a system that will not be able to prove both a statement and it's negation. A consistent system will not contradict itself.

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1.)My understanding of the Romantic Period is that_____2.)I realized that most of the instrumental music from the Romantic Period are______3.)I love listening to Romantic music composition because_____​
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Answer:

1.) The Romantic period started around 1830 and ended around 1900, as compositions became increasingly expressive and inventive. Expansive symphonies, virtuosic piano music, dramatic operas, and passionate songs took inspiration from art and literature. ... The Romantic era is known for its intense energy and passion.

2.) Tuba

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Explanation:

Thank you for answering my Question :)

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Explanation:

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