Mathematics · Real Numbers
Which of the following best demonstrates the use of irrational numbers in constructing a proof about the density of real numbers?
- 1Constructing a repeating decimal from a rational number
- 2Demonstrating closure under addition for natural numbers
- 3Showing an irrational number lies between two rational numbers✓
- 4Proving the sum of two rational numbers is rational
Correct answer
Showing an irrational number lies between two rational numbers
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