


Give examples of algebraic irrational numbers. Is the number 'e' (Euler's number) rational or irrational?
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what's the difference between rational and irrational numbers Informational
- Are the irrational numbers dense on the number line?
- What happens when you add a rational number to an irrational number?
- What is Weyl's criterion for uniform distribution modulo 1?
- What are ergodic theorems, and how do they relate to rational and irrational numbers? How do rational and irrational numbers relate to the distribution of sequences of numbers modulo 1?
- How does proof by contradiction work in the context of irrationality? How do rational and irrational numbers relate to the teaching and learning of mathematics?
- Can you provide examples of problems where the distinction between rational and irrational numbers is crucial? How do rational and irrational numbers relate to the history of scientific thought?
- Can irrational numbers have repeating decimal representations? What kind of decimal representation do irrational numbers have?
- Can you define irrational numbers using Dedekind cuts? How do rational and irrational numbers appear in calculus?
- Is the sine or cosine of a rational multiple of π always algebraic?
- How did Cauchy and Weierstrass rigorize the foundations of calculus using rational numbers? How do rational and irrational numbers relate to the concept of measure zero?
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