| 1. | Suppose \ textstyle \ alpha > 0 is an irrational number.
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| 2. | An irrational number is an irreducable function of a real number.
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| 3. | Notions such as prime numbers and rational and irrational numbers are introduced.
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| 4. | Only the most famous irrational numbers merit redirects from partial decimal expansions.
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| 5. | A good example is the irrational number the square root of 2.
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| 6. | No irrational number is " regular " in any base.
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| 7. | How do you actually find iterative methods for irrational numbers?
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| 8. | Other irrational numbers could cause similar difficulty . ( strikeouts by Cuddlyable3)
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| 9. | These irrational numbers are compared based on Monte Carlo integration.
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| 10. | The book also discusses irrational numbers and prime numbers.
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