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1 aliquant part
Большой англо-русский и русско-английский словарь > aliquant part
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2 aliquant part
1) Общая лексика: число, на которое другое число не делится без остатка2) Математика: некратная часть, часть не содержащаяся целое число раз -
3 aliquant part
subst. \/ˈælɪkwəntpaːt\/alikvant, forklaring: tall som ikke går opp i et annet tall -
4 aliquant part
alikvant
alikvantni dio -
5 aliquant part
s.parte alicuanta. -
6 aliquant part
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7 aliquant
[ʹælıkwɒnt] a мат.не делящий без остаткаaliquant part - число, на которое другое число не делится без остатка
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8 aliquant
al.i.quant['ælikwənt] n Math parte aliquanta. • adj aliquanta. three is an aliquant part of ten / três é uma parte aliquanta de dez. -
9 aliquant
a мат. не делящий без остаткаaliquant part — число, на которое другое число не делится без остатка
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10 part
1) деталь2) доля, часть || разрезать на части3) роль4) часть, участок5) отделять(ся), разделять(ся)•for the most part — большей частью, по большей части
in equal parts — поровну; одинаково; равными долями
part by weight — доля по весу, весовая доля
to divide into parts — делить на части, членить
to integrate by parts — мат. интегрировать по частям
to within one part in n — с точностью до 1/n
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11 aliquant
Большой англо-русский и русско-английский словарь > aliquant
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12 некратная часть
Большой англо-русский и русско-английский словарь > некратная часть
См. также в других словарях:
aliquant part — noun an integer that is not an exact divisor of some quantity 5 is an aliquant part of 12 • Syn: ↑aliquant • Ant: ↑aliquot (for: ↑aliquant) • Hypernyms: ↑ … Useful english dictionary
Aliquant — Al i*quant, a. [L. aliquantus some, moderate; alius other + quantus how great: cf. F. aliquante.] (Math.) An aliquant part of a number or quantity is one which does not divide it without leaving a remainder; thus, 5 is an aliquant part of 16.… … The Collaborative International Dictionary of English
aliquant — [al′i kwənt, al′ikwänt΄] adj. [Fr aliquante < L aliquantus, some, moderate < alius, other + quantus, how large, how much] Math. designating a part of a number that does not divide the number evenly but leaves a remainder [8 is an aliquant… … English World dictionary
aliquant — noun an integer that is not an exact divisor of some quantity 5 is an aliquant part of 12 • Syn: ↑aliquant part • Ant: ↑aliquot • Hypernyms: ↑divisor … Useful english dictionary
aliquant — /al i kweuhnt/, adj. Math. Now Rare. contained in a number or quantity, but not dividing it evenly: An aliquant part of 16 is 5. [1685 95; < L aliquantus more or less great, equiv. to ali differently + quantus great] * * * … Universalium
aliquant — 1. noun a) An integer that does not divide another into integral parts. b) A sample that has been divided into a set of equal parts, to leave a remainder 2. adjective Not dividing another specified integer into integral parts … Wiktionary
aliquant — /ˈæləkwənt/ (say aluhkwuhnt), / kwɒnt/ (say kwont) adjective Mathematics Obsolete contained in a number or quantity, but not dividing it evenly: 5 is an aliquant part of 16. {Latin aliquantus some} …
aliquot part — noun an integer that is an exact divisor of some quantity 4 is an aliquot part of 12 • Syn: ↑aliquot • Ant: ↑aliquant (for: ↑aliquot) • Derivationally related forms: ↑ … Useful english dictionary
Aliquot — In mathematics, an aliquot part (or simply aliquot) of an integer is any of its integer proper divisors. For instance, 2 is an aliquot of 12. The sum of all the aliquots of an integer n is the value s( n ) = σ( n ) n , where σ( n ) is the sum of… … Wikipedia
al|i|quant — «AL uh kwuhnt», adjective, noun. Rare. –adj. not dividing a number or quantity without a remainder. Example: 6 is an aliquant part of 20, for 3 times 6 are 18, leaving a remainder of 2. –n. an aliquant part. ╂[< Latin aliquantus some,… … Useful english dictionary
Divisor — divisible redirects here. For divisibility of groups, see Divisible group. For the second operand of a division, see Division (mathematics). For divisors in algebraic geometry, see Divisor (algebraic geometry). For divisibility in the ring theory … Wikipedia