rational number मीनिंग इन हिंदी

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This implies that the field of rational numbers has no unramified extension.
No rational number is transcendental and all real transcendental numbers are irrational.
The former is a rational number; the latter is an irrational number.
For the orbits to be closed, ? must be a rational number.
Consequently, the solutions in rational numbers are all rescalings of integer solutions.
In consequence the ordinary expansion of has as coefficients the rational numbers.
There is a mode-locked region for every rational number p / q.
The real numbers are uncountably infinite, whereas the rational numbers are countable.
Either way you cannot square a circle using only rational numbers.
Nicolas Bourbaki created the double-struck capital Q for rational number sets.

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