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Definition of Submultiple
1. n. A number or quality which is contained in another an exact number of times, or is an aliquot part of it; thus, 7 is the submultiple of 56, being contained in it eight times.
2. a. Of or pertaining to a submultiple; being a submultiple; as, a submultiple number; submultiple ratio.
Definition of Submultiple
1. Noun. (mathematics) An integer that is an exact divisor of another ¹
¹ Source: wiktionary.com
Definition of Submultiple
1. [n -S]
Lexicographical Neighbors of Submultiple
Literary usage of Submultiple
Below you will find example usage of this term as found in modern and/or classical literature:
1. Number and Its Algebra: Syllabus of Lectures on the Theory of Number and Its by Arthur Lefevre (1896)
"From these two theorems is deduced a means of finding the highest f common
submultiple (hcs) of two or more integers. For, if A = pB -\- c, the hcs of A and ..."
2. Euclid's Elements of Geometry by Euclid, Thomas Elrington (1872)
"But if neither be a submultiple, take away a as often as possible from AC, ...
It can be similarly demonstrated, if a be a submultiple of AC, ..."
3. The First Six Books of the Elements of Euclid: With Notes by Euclid, Thomas Elrington (1833)
"7. contained ^ni DO (9); therefore there is a submultiple of x, which is contained
in DO oftener than an equi- submultiple of a is contained in C; ..."
4. Elementary Trigonometry by Henry Sinclair Hall, Samuel Ratcliffe Knight (1895)
"FUNCTIONS OF submultiple ANGLES. 251. Trigonometrical ratios of Щ° or f. о From
the identity 2 sin2 22^° = 1 - cos 45°, we have 4 sin2 22|° = 2 - 2 cos 45° ..."
5. A System of Popular Geometry: Containing in a Few Lessons So Much of the by George Darley (1836)
"J, is contained 26 times in 13, while the equi-submultiple of 16, viz. ...
Because, though 7, which is a submultiple of 42, is not contained at all in 6, ..."
6. Elementary trigonometry by James Hamblin Smith (1870)
"ON THE TRIGONOMETRICAL RATIOS FOR MULTIPLE AND submultiple ANGLES. 123. THE angles
2 A, ЗA, 4 A ...... are called Multiples of A, AAA and the angles -5- , — ..."