एक गणितीय कार्य जो कई शर्तों का योग है

Noun:

मल्टिनोमियल,

multinomial's Usage Examples:

We know that (A+a)" is equal to a multinomial of n+I terms with unknown coefficients, and we require to find these coefficients.

The multinomial which is equivalent to (A= a)", and has its terms arranged in ascending powers of a, is called the expansion of (A= a) n.

In the same way we have (A-a) 2 =A 2 -2Aa+a 2, (A-a)3 = A 3 -3A 2 a+3Aa 2 -a 3, ..., so that the multinomial equivalent to (A-a)" has the same coefficients as the multinomial equivalent to (A+a)", but with signs alternately + and -.

A°a n in the n+ I terms of the multinomial equivalent to (A+a)".

(viii.) The quadratic equation is the equation of two expressions, monomial or multinomial, none of the terms involving any power of x except x and x 2 .

An expression denoting that two or more monomials are to be added or subtracted is a multinomial or polynomial, each of the monomials being a term of it.

By the exponential and multinomial theorems we obtain the results) 1,r -1 (E7r) !

Now log (1+�X1 +/22X2+/�3X3 +���) =E log (1+/2aix1+22aix2-1-/23ax3+...) whence, expanding by the exponential and multinomial theorems, a comparison of the coefficients of �n gives (n) (-)v1+v2+v3+..

A multinomial consisting of two or of three terms is a binomial or a trinomial.

If we expand the symbolic expression by the multinomial theorem, and remember that any symbolic product ai 1 a2 2 a3 3 ...

multinomial's Meaning':

a mathematical function that is the sum of a number of terms

Synonyms:

function, quartic polynomial, biquadratic, map, homogeneous polynomial, mathematical function, quadratic, biquadratic polynomial, mapping, monic polynomial, single-valued function, quadratic polynomial, series, polynomial,

Antonyms:

nonfunctional, functional, uselessness, inutility, divergency,