There are-.............. Rational numbers between any two rational numbers
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There are infinite rational numbers between any two rational numbers.
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There are infinite rational numbers
- It is a fractional number that may be typically represented as a quotient.
- It ordinarily has the standard form as = p/q
- There in common are an unlimited number of rational numbers between any two rational numbers.
- We do not have to typically get a prime integer between any two integers, but there will consistently be a rational number between them.
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