† surdesolidn.adj.

Forms: Also surdsolid.

Etymology: < modern Latin surdesolidus. Compare Italian surdesolido, German †surdesolidalisch. The origin of modern Latin surdesolidus is obscure. In Zedler's Universal Lexicon, s.v. Dignitas, the term is given as the name of the 5th power ‘according to the Arabs’, corresponding to quadratocubus , the name ‘according to Diophantus’; the 7th power is surdesolidum secundum , and the 11th surdesolidum tertium . If the term is of Arabic origin, it may = *surdē solidum , lit. deafly solid, i.e. of a power not ‘communicating with’, i.e. not derivable from, 2 or 3 or their powers (compare the origin of mathematical Latin surdus , surd adj. note).

Mathematics. Obsolete.

= sursolid n. and adj.

ΘΚΠ

the world > relative properties > number > arithmetic or algebraic operations > [noun] > multiplication > into or by itself > other

bissursolid1557

cubi-cubic number1557

surdesolid1557

sursolid1557

quadrato-quadrate1654

quaquadratea1690

quinquadratea1690

tricubea1690

triquadratea1690

supersolid1705

biquadrate1706

biquadratic1728

1557 R. Record Whetstone of Witte sig. Hiii^v Thei appeare to bee ouersene, that call those..nombers Surdesolides, seing thei are not any waies Surde nombers.

1579 L. Digges & T. Digges Stratioticos ii. i. 33 Squares, Cubes, Zenzizenzike, and Surd Solides.

a1690 S. Jeake Λογιστικηλογία (1696) 177 A Squared Cube Number [= numerus quadrato-cubus]..is called a Surdesolide, or Sursolide.

1726 E. Stone New Math. Dict. at Locus The antient Geometricians did call Plain Loci, such that are Right Lines or Circles; and Solid Loci, those that are Parabola's, Ellipses, or Hyperbola's; and Surd-Solid Loci, such that are Curves of a superiour Gender than Conick Sections.

1728 E. Chambers Cycl. Sursolid, or Surdesolid, in Arithmetic, the Fifth Power of a Number, or the Fourth Multiplication of any Number, consider'd as a Root.

This entry has not yet been fully updated (first published 1918; most recently modified version published online December 2020).

单词	surdesolid
释义	† surdesolidn.adj. Forms: Also surdsolid. Etymology: < modern Latin surdesolidus. Compare Italian surdesolido, German †surdesolidalisch. The origin of modern Latin surdesolidus is obscure. In Zedler's Universal Lexicon, s.v. Dignitas, the term is given as the name of the 5th power ‘according to the Arabs’, corresponding to quadratocubus , the name ‘according to Diophantus’; the 7th power is surdesolidum secundum , and the 11th surdesolidum tertium . If the term is of Arabic origin, it may = surdē solidum , lit. deafly solid, i.e. of a power not ‘communicating with’, i.e. not derivable from, 2 or 3 or their powers (compare the origin of mathematical Latin surdus* , surd adj. note). Mathematics. Obsolete. = sursolid n. and adj. ΘΚΠ the world > relative properties > number > arithmetic or algebraic operations > [noun] > multiplication > into or by itself > other bissursolid1557 cubi-cubic number1557 surdesolid1557 sursolid1557 quadrato-quadrate1654 quaquadratea1690 quinquadratea1690 tricubea1690 triquadratea1690 supersolid1705 biquadrate1706 biquadratic1728 1557 R. Record Whetstone of Witte sig. Hiii^v Thei appeare to bee ouersene, that call those..nombers Surdesolides, seing thei are not any waies Surde nombers. 1579 L. Digges & T. Digges Stratioticos ii. i. 33 Squares, Cubes, Zenzizenzike, and Surd Solides. a1690 S. Jeake Λογιστικηλογία (1696) 177 A Squared Cube Number [= numerus quadrato-cubus]..is called a Surdesolide, or Sursolide. 1726 E. Stone New Math. Dict. at Locus The antient Geometricians did call Plain Loci, such that are Right Lines or Circles; and Solid Loci, those that are Parabola's, Ellipses, or Hyperbola's; and Surd-Solid Loci, such that are Curves of a superiour Gender than Conick Sections. 1728 E. Chambers Cycl. Sursolid, or Surdesolid, in Arithmetic, the Fifth Power of a Number, or the Fourth Multiplication of any Number, consider'd as a Root. This entry has not yet been fully updated (first published 1918; most recently modified version published online December 2020). < n.adj.1557
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