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We can multiply out this expression so as to obtain a series of monomials of the form 9(sl is2 2 s3 3 ...).

21An 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.

11(iii.) The multiplication and division of monomials is effected by means of the law of indices.

11Monomials.

00We can multiply out this expression so as to obtain a series of monomials of the form 9(sl is2 2 s3 3 ...).

00An 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.

00(iii.) The multiplication and division of monomials is effected by means of the law of indices.

00- (i.) The results of the addition, subtraction and multiplication of multinomials (including monomials as a particular case) are subject to certain laws which correspond with the laws of arithmetic (Ã¯¿½ 26 (i.)) but differ from them in relating, not to arithmetical value, but to algebraic form.

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