what is the density of a Rational numbers
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Finally, we prove the density of the rational numbers in the real numbers, meaning that there is a rational number strictly between any pair of distinct real numbers (rational or irrational), however close together those real numbers may be. Theorem 6. If x, y ∈ R and x<y, then there exists r ∈ Q such that x<r<y.
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the density of the rational numbers in the real numbers, meaning that there is a rational number strictly between anypair of distinct real numbers (rational or irrational), however close together those real numbers may be. Theorem 6. If x, y ∈ R and x<y, then there exists r ∈ Q such that x<r<y.
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