noncuple

Etymology
First attested in adjectival use in 1557, in nominal use in 1636, and in verbal use in 1674; from the post-Classical, from the Classical + ; compare.

Adjective

 * 1) Ninefold.
 * 2)  Nine-to-one;  imprecisely, with any number of  parts over.
 * 3) * 1557, Robert Record, Whetstone of Witte, sig. Eiii
 * 36 vnto 4 is a noncuple proportion.
 * 1) * ante 1690, Samuel Jeake, Λογιστικη Λογια, or Arithmetick Surveighed and Reviewed (second edition, published in 1696), page 182
 * Both triples added together make the proportion or amounting Ratio Noncuple, or ninefold.
 * 1)  Nine times greater or larger than.
 * 2) * 1570, Henry Billingsley tr. Comte de Candale in The Elements of Geometrie of the Most Ancient Philosopher Euclide of Megara, f. 453
 * To proue that a trilater equilater Pyramis, is noncuple to a cube inscribed in it.
 * 1) Nine times as great or as.
 * 2) * 1744–1749, Gottfried Wilhelm von Leibniz (author) and James Jurin (translator), “Commercium Literarum” (1696) in The Philosophical Transactions of the Royal Society of London (1665–1800) IX (1809), page 218
 * If for duple we had substituted triple, quadruple, quintuple, &c. the action would have come out noncuple, sedecuple, 25ple.
 * 1) * 1797, Colin Macfarquhar and George Gleig (editors), Encyclopædia Britannica (3rd edition) XV (Plant–Rana), page 544, “Projectiles”
 * As the height neceſſary for acquiring any velocity increaſes or diminiſhes in the duplicate proportion of that velocity, it is evident that all the ranges with given elevations will vary in the ſame proportion, a double velocity giving a quadruple range, a triple velocity giving a noncuple range, &c.
 * 1) * 1803, Jacques Ozanam (author), Jean-Étienne Montucla [Fr. ed.], and Charles Hutton (translator), Recreations in Mathematics and Natural Philosophy II, pages 395–396
 * The velocity of the vibrations performed by a string is as the square roots of the stretching weights:  a noncuple weight will produce vibrations of triple velocity, or a triple number in the same time.
 * 1)  Divided into nine equal segments.
 * 2)  Proceeding by powers of nine with exponents in   (i.e.: 91, 92, 93, 94, ... = 9, 81, 729, 6,561, ...).
 * The velocity of the vibrations performed by a string is as the square roots of the stretching weights:  a noncuple weight will produce vibrations of triple velocity, or a triple number in the same time.
 * 1)  Divided into nine equal segments.
 * 2)  Proceeding by powers of nine with exponents in   (i.e.: 91, 92, 93, 94, ... = 9, 81, 729, 6,561, ...).
 * 1)  Proceeding by powers of nine with exponents in   (i.e.: 91, 92, 93, 94, ... = 9, 81, 729, 6,561, ...).

Noun

 * 1)  Nine beats per measure.
 * 2) The  of multiplying a given number by nine.
 * 3) * 1713, Edmund Wingate (author), John Kersey and George Shelley (editors), Mr. Wingate’s Arithmetick (13th ed.), page 45
 * Again adding 2124 (the triple of the Diviſor) to the Diviſor 708, I find 2832 for the quadruple of the Diviſor, which quadruple I ſubſcribe under the Triple, and proceeding in like manner, at laſt the Table is finiſh’d, which readily ſhews the Diviſor, with the duple, triple, quadruple, quintuple, ſextuple, ſeptuple, octuple, and noncuple of the Diviſor.
 * 1)  A  in which all of nine dice show the same.
 * 1) * 1713, Edmund Wingate (author), John Kersey and George Shelley (editors), Mr. Wingate’s Arithmetick (13th ed.), page 45
 * Again adding 2124 (the triple of the Diviſor) to the Diviſor 708, I find 2832 for the quadruple of the Diviſor, which quadruple I ſubſcribe under the Triple, and proceeding in like manner, at laſt the Table is finiſh’d, which readily ſhews the Diviſor, with the duple, triple, quadruple, quintuple, ſextuple, ſeptuple, octuple, and noncuple of the Diviſor.
 * 1)  A  in which all of nine dice show the same.

Verb

 * 1)  Make nine times greater; multiply by nine.