irrational definition

  • adjective:
    • maybe not endowed with reason.
    • Affected by losing normal or normal psychological quality; incoherent, as from shock.
    • Marked by too little agreement with reason or sound view: an irrational dislike.
    • Being a syllable in Greek and Latin prosody whoever size does not fit the metric structure.
    • becoming a metric foot containing such a syllable.
    • Mathematics Of or relating to an irrational quantity.
    • perhaps not rational; unfounded or nonsensical.
    • Of a real number, that simply cannot be written whilst the ratio of two integers.
    • Not rational; void of reason or comprehension.
    • maybe not based on explanation; having no logical foundation; clearly despite reason; effortlessly disproved by reasoning; ridiculous; -- of assertions and opinions.
    • unable to be precisely expressed by an intrinsic number, nor by a ratio of key figures; surd; -- said especially of roots. See Surd.
    • genuine but not expressible as the quotient of two integers
    • not consistent with or using reason
  • noun:
    • Mathematics An irrational quantity.
    • an actual number that may never be expressed while the quotient of two integers, an irrational number.
    • what is devoid of explanation, among the reduced creatures.
    • A prime number.
    • In mathematics, an irrational quantity, this is certainly, the level of a cut which separates all rational numbers into two courses, 1st having no greatest number, the 2nd no least.
    • a proper quantity that simply cannot be expressed as a rational number
  • others:
    • Not rational; with no professors of explanation; void of understanding; unreasoning.
    • without having the top-notch explanation; as opposed to reason; irrational; unreasonable: as, irrational motives; an irrational project.
    • In math: In arithmetic, not capable to be exactly expressed by a vulgar small fraction, proper or improper; surd.
    • In translations of Euclid, and cognate writings, simultaneously incommensurable because of the assumed unit rather than featuring its square commensurable thereupon of this device. This is actually the strange definition provided by Euclid to α%27λογος, though Plato utilizes it in good sense , above.
    • In algebra, noting a quantity involving a variable raised to a fractional energy; or. in a wider good sense, noting a quantity maybe not logical, perhaps not a sum of items of constants and of factors into the other person or into by themselves.
    • In Greek prosody, incapable of measurement with regards to the fundamental or major time or metrical unit.

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