rational englannista kaikille kielille - Sanakirja.org (englanti-*)

Kieli	Käännökset
espanja	razonable, racional
esperanto	racionala, racia
hollanti	redelijk, verstandelijk, rationeel, rationele, zinnig
italia	razionale, razionabile, raziocinante
japani	合理的 (gōriteki), 有理の (yūri-no), 合理的な, 理性的な, ゆうり (yūri), 有理
kreikka	ρητός (ritós), λογικός (logikós)
latina	ratiōnābilis, ratiōnālis
latvia	racionāls, racionālais
portugali	racional
puola	racjonalny, wymierny, rozumny, rozsądny
ranska	rationnel, raisonnable, rationnelle, sensé
ruotsi	logisk, rationell
saksa	sinnvoll, vernünftig, rational
suomi	järkevä, rationaalinen, järkiperäinen, järjellinen, järkeenkäypä, rationaali-, järkevöityä
tanska	rationel
turkki	rasyonel
tšekki	racionální
unkari	értelmes, ésszerű, racionális
venäjä	мыслящий (mysljaštši), разумный (razumnyi), целесообразный (tselesoobraznyi), рассудительный (rassuditelnyi), рациональный (ratsionalnyi)

Capable of reasoning.
Logically sound; not contradictory or otherwise absurd.
(of a person or personal characteristics) Healthy or balanced intellectually; exhibiting reasonableness.
(mathematics, arithmetic, number theory, not comparable) Of a number, capable of being expressed as the ratio of two integers.
(mathematics, arithmetic, not comparable) Of an algebraic expression, capable of being expressed as the ratio of two polynomials.
(chemistry) Expressing the type, structure, relations, and reactions of a compound; graphic; said of formulae.

(mathematics) A rational number: a number that can be expressed as the quotient of two integers.
A rational being.

Man is a rational creature.
The utility of valid arguments is a monument to our frailty: to the fact that we are not completely rational beings.
His statements were quite rational.
rational conduct
The [Isaac] Newton that emerges from the [unpublished] manuscripts is far from the popular image of a rational practitioner of cold and pure reason. The architect of modern science was himself not very modern. He was obsessed with alchemy.
¾ is a rational number, but √<span style="text-decoration:overline">2</span> is an irrational number.
The quotient of two rationals is again a rational.

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