Definition of Ninths

1. Noun. (plural of ninth) ¹



¹ Source: wiktionary.com

Definition of Ninths

1. ninth [n] - See also: ninth

Ninths Pictures

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Lexicographical Neighbors of Ninths

ninnyish
ninnyism
ninnyisms
ninon
ninons
ninpo
ninteenth
ninth
ninth-day erythema
ninth chord
ninth chords
ninth cranial nerve
ninth grade
ninth grades
ninthly
ninths (current term)
ninut
niobate
niobates
niobatian
niobe
niobian
niobic
niobic acid
niobiferous
niobite
niobites
niobium
niobiums
niobocarbide

Literary usage of Ninths

Below you will find example usage of this term as found in modern and/or classical literature:

1. Intellectual Arithmetic: Upon the Inductive Method of Instruction by Warren Colburn (1891)
"Here is a square divided into ninths. If I divide eighteen lozenges ... What is one ninth of eighteen ? two ninths of eighteen ? five ninths of eighteen ? ..."

2. New Primary Arithmetic by John Henry Walsh (1903)
"2 thirds + 2 ninths = how many 9ths ? 2 thirds + 4 ninths = how many 9ths ? ... 2 thirds + 8 ninths = how many 9ths ? 3 _ f 6 _ ? 1Q _ 1 ? 11 _ 1 f JL3. ..."

3. First Lessons in Arithmetic: Combining the Oral Method with the Method of by Charles Davies (1849)
"Questions about ninths. 1. How many whole apples are there in nine ninths of an ... How many whole things are there in eighteen ninths ? In twenty ninths ? ..."

4. Remains, Historical and Literary, Connected with the Palatine Counties of by Chetham Society, John Harland, Manchester (England). Court-Leet (1862)
"THE ninths COLLECTED IN 1340-41. In a parliament held in 14 Edward III. ... To enforce this collection of ninths, another statute was passed in the 15 ..."

5. Reports of Cases Argued and Determined in the High Court of Chancery: And of by William Peere Williams, Great Britain Court of Chancery, Great Britain Court of King's Bench (1826)
"... who was Lord Chancel- the widow of one Wellington, a freeman of London, brought „ Ec Ab this bill for the recovery of four ninths of Wellington the ..."

6. The Werner Arithmetic: Oral and Written by Frank H. Hall (1897)
"One third and 1 ninth are ninths. 5. One third less 1 ninth are - ninths. 6. ... One third and 2 ninths are ninths. 9. One third less 2 ninths is — ninth. ..."

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