divisorn.

/dɪˈvʌɪzə/

Forms: Also Middle English -er, -our.

Etymology: < Latin dīvīsōr-em, agent-noun < dīvidĕre to divide v.; perhaps in early instances < French diviseur (15th cent. in Hatzfeld & Darmesteter).

a. Mathematics. A number or quantity by which another is to be divided. (Correlative to dividend n.)greatest common divisor: see greatest adj., n., and adv. Compounds 2.

ΘΚΠ

the world > relative properties > number > arithmetic or algebraic operations > [noun] > division > divisor or dividend

divisorc1430

particular numbera1464

dividend1543

divident?a1560

subdivident1581

dividual1704

divider1797

c1430 Art Nombryng (1922) 12 The last figure of þe nombre of the dyvyser.

c1430 Art Nombryng (1922) 12 Yf it happe..þat þe last of the divisor may not so oft be withdraw of the figure above his hede.

14.. Mann. & Househ. Exp. 439 clx. roddes is one acre; wher fore he must ever be your devysour.

a1690 S. Jeake Λογιστικηλογία (1696) 30 This Remain is always less than the Divisor.

1806 C. Hutton Course Math. (ed. 5) I. 64 Division of Vulgar Fractions..invert the terms of the divisor, and multiply the dividend by it.

b. A number or quantity that divides another exactly; a measure, factor.common divisor: see common adj. and adv. Compounds 2.

ΘΚΠ

the world > relative properties > number > arithmetic or algebraic operations > [noun] > division > divisor or dividend > without remainder

partc1300

quotea1464

divisor1557

aliquot part1570

greatest common measure1570

measure1570

multiplex1570

aliquot1610

multiple1685

submultiple1702

least common multiple1714

bipartient1819

least squares1847

1557 R. Record Whetstone of Witte sig. Gii^v Take any twoo square nombers, that will admitte one diuisor.

1858 I. Todhunter Algebra for Schools vi. §106 The term greatest common measure is not very appropriate in Algebra..It would be better to speak of the highest common divisor or of the highest common measure.

1859 B. Smith Algebra (ed. 6) 290 The Highest Common Divisor of the expressions.

attributive.1817 H. T. Colebrooke tr. Bhāskara Āchārya in Algebra 229 The divisor quantity.

†2. One who divides; a person appointed to divide property. Obsolete. rare.

ΘΚΠ

the world > relative properties > wholeness > mutual relation of parts to whole > separation > action of dividing or divided condition > [noun] > one who or that which divides

divisor1542

divider1591

divisioner1616

divident1656

dismemberer1865

red line1875

1542 in J. Raine Wills & Inventories Archdeaconry Richmond (1853) 31 The iiij men divisores and prycers of this forsayd Inventory.

This entry has not yet been fully updated (first published 1897; most recently modified version published online June 2021).

单词	divisor
释义	divisorn. /dɪˈvʌɪzə/ Forms: Also Middle English -er, -our. Etymology: < Latin dīvīsōr-em, agent-noun < dīvidĕre to divide v.; perhaps in early instances < French diviseur (15th cent. in Hatzfeld & Darmesteter). 1. a. Mathematics. A number or quantity by which another is to be divided. (Correlative to dividend n.)greatest common divisor: see greatest adj., n., and adv. Compounds 2. ΘΚΠ the world > relative properties > number > arithmetic or algebraic operations > [noun] > division > divisor or dividend divisorc1430 particular numbera1464 dividend1543 divident?a1560 subdivident1581 dividual1704 divider1797 c1430 Art Nombryng (1922) 12 The last figure of þe nombre of the dyvyser. c1430 Art Nombryng (1922) 12 Yf it happe..þat þe last of the divisor may not so oft be withdraw of the figure above his hede. 14.. Mann. & Househ. Exp. 439 clx. roddes is one acre; wher fore he must ever be your devysour. a1690 S. Jeake Λογιστικηλογία (1696) 30 This Remain is always less than the Divisor. 1806 C. Hutton Course Math. (ed. 5) I. 64 Division of Vulgar Fractions..invert the terms of the divisor, and multiply the dividend by it. b. A number or quantity that divides another exactly; a measure, factor.common divisor: see common adj. and adv. Compounds 2. ΘΚΠ the world > relative properties > number > arithmetic or algebraic operations > [noun] > division > divisor or dividend > without remainder partc1300 quotea1464 divisor1557 aliquot part1570 greatest common measure1570 measure1570 multiplex1570 aliquot1610 multiple1685 submultiple1702 least common multiple1714 bipartient1819 least squares1847 1557 R. Record Whetstone of Witte sig. Gii^v Take any twoo square nombers, that will admitte one diuisor. 1858 I. Todhunter Algebra for Schools vi. §106 The term greatest common measure is not very appropriate in Algebra..It would be better to speak of the highest common divisor or of the highest common measure. 1859 B. Smith Algebra (ed. 6) 290 The Highest Common Divisor of the expressions. attributive.1817 H. T. Colebrooke tr. Bhāskara Āchārya in Algebra 229 The divisor quantity. †2. One who divides; a person appointed to divide property. Obsolete. rare. ΘΚΠ the world > relative properties > wholeness > mutual relation of parts to whole > separation > action of dividing or divided condition > [noun] > one who or that which divides divisor1542 divider1591 divisioner1616 divident1656 dismemberer1865 red line1875 1542 in J. Raine Wills & Inventories Archdeaconry Richmond (1853) 31 The iiij men divisores and prycers of this forsayd Inventory. This entry has not yet been fully updated (first published 1897; most recently modified version published online June 2021). < n.c1430
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