Examples of using Rational numbers in English and their translations into Hungarian
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These can be integers, rational numbers, or real numbers. .
All rational numbers are considered algebraic.
The rational numbers are all algebraic.
Enumerate all rational numbers.
We compare the rational numbers and the natural numbers. .
Rational numbers are not closed under division.
Elliptic curves over the rational numbers.
Given rational numbers can be rewritten as.
Fractions and rational numbers Q.
There are a lot more irrational numbers than rational numbers.
There are more irrational numbers than there are rational numbers.
There exist infinitely many rational numbers r= p/q such that.
There are infinitely more irrational numbers than rational numbers.
we show that factoring over Q(the rational numbers) and over Z(the integers)
All calculations are done with unlimited precision rational numbers and, the results are displayed as formatted fractions.
Prove that an open interval of length may contain at most rational numbers whose denominator is at most n.
For a given r let μ(r) be the upper bound the exponents e such that there are infinitely many rational numbers a/b with.
every real number is arbitrarily close to rational numbers.
This second volume gives Frege's development of the real numbers which he constructed straight from the integers without taking the route of first defining the rational numbers.
For any irrational number r it is easy to see that there are infinitely many rational numbers a/b with.