Definition of Trinomials

1. Noun. (plural of trinomial) ¹



¹ Source: wiktionary.com

Definition of Trinomials

1. trinomial [n] - See also: trinomial

Trinomials Pictures

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Lexicographical Neighbors of Trinomials

trinketlike
trinketries
trinketry
trinkets
trinkety
trinkle
trinkly
trinks
trinkum
trinkums
trinoctial
trinocular
trinodal
trinomen
trinomial
trinomials (current term)
trinominal
trinominals
trins
trinuclear
trinucleate
trinucleated
trinucleon
trinucleons
trinucleosome
trinucleosomes
trinucleotide
trinucleotide repeat
trinucleotide repeat disorder
trinucleotide repeats

Literary usage of Trinomials

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

1. Elementary Algebra by Herbert Ellsworth Slaught, Nels Johann Lennes (1915)
"Case VI: trinomials OF THE FORM x2+px + 105. ... Determine whether the following trinomials can be factored by inspection : 1. x2 + 7 x + 12. ..."

2. The Auk: Quarterly Journal of Ornithology by American Ornithologists' Union, Nuttall Ornithological Club (1884)
"OU and of the AOU would both be subserved by an alliance in this particular. Very truly yours, n. February 20. 1884. ELLIOTT COUES. Are trinomials Necessary ..."

3. Handbook of Mathematics for Engineers and Engineering Students by Joseph Claudel (1906)
"... real values of x the smallest value of y is — , and since for this minimum value the radical becomes 0, we have x = — •=— Thus the trinomials 2 a 3 x? ..."

4. School Algebra by Henry Lewis Rietz (1915)
"Find three trinomials which are perfect squares and which have ... These trinomials can usually be factored by inspection. EXERCISES From the following, ..."

5. Elementary Algebra: First[-second] Year Course by Arthur Schultze, Florian Cajori, Letitia Rebekah Odell (1905)
"QUADRATIC trinomials OF THE FORM pj 115. According to § 66, 20 я? is the ... be able to find the proper factors of simple trinomials at the first trial. ..."

6. First-year Mathematics for Secondary Schools by Ernst Rudolph Breslich (1915)
"(5z Factoring trinomials of the Form ax'+bx+c 399. The trinomials found in exercises 1-7, § 398, are all of the same form: 0z2+6z+c. ..."

7. Elements of Geometry by Adrien Marie Legendre (1825)
"... as + 2 a, — Sab, &c. binomials to those which consist of two, as a -f- 6, a — 6, 5 a — 2 a;, &x. trinomials to those which consist of three terms, ..."

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