[muhl-tuh-pli-key-shuh n] /ˌmʌl tə plɪˈkeɪ ʃən/
the act or process of or the state of being .
Arithmetic. a mathematical operation, symbolized by a × b, a ⋅ b, a ∗ b, or ab, and signifying, when a and b are positive integers, that a is to be added to itself as many times as there are units in b; the addition of a number to itself as often as is indicated by another number, as in 2×3 or 5×10.
Mathematics. any generalization of this operation applicable to numbers other than integers, as fractions or irrational numbers.
an arithmetical operation, defined initially in terms of repeated addition, usually written a × b, a.b, or ab, by which the product of two quantities is calculated: to multiply a by positive integral b is to add a to itself b times. Multiplication by fractions can then be defined in the light of the associative and commutative properties; multiplication by 1/n is equivalent to multiplication by 1 followed by division by n: for example 0.3 × 0.7 = 0.3 × 7/10 = (0.3 × 7)/10 = 21/10 = 0.21
the act of multiplying or state of being multiplied
the act or process in animals, plants, or people of reproducing or breeding
mid-14c., from Old French multiplicacion (12c.) “multiplication, duplication; multiplicity, diversity,” from Latin multiplicationem (nominative multiplicatio), noun of action from past participle stem of multiplicare (see multiply). Mathematical sense is attested from late 14c.
multiplication mul·ti·pli·ca·tion (mŭl’tə-plĭ-kā’shən)
noun 1. Arithmetic. the symbol (⋅), (×), or (∗) between two mathematical expressions, denoting multiplication of the second expression by the first. In certain algebraic notations the sign is suppressed and multiplication is indicated by immediate juxtaposition or contiguity, as in ab. noun 1. the symbol ×, placed between numbers to be multiplied, as in […]
noun 1. Arithmetic. a tabular listing of the products of any two numbers of a set, usually of the integers 1 through 10 or 1 through 12. noun 1. one of a group of tables giving the results of multiplying two numbers together
[muhl-tuh-pli-key-tiv, muhl-tuh-plik-uh-] /ˈmʌl tə plɪˌkeɪ tɪv, ˌmʌl təˈplɪk ə-/ adjective 1. tending to or increase. 2. having the power of . /ˈmʌltɪplɪˌkeɪtɪv; ˌmʌltɪˈplɪkətɪv/ adjective 1. tending or able to multiply 2. (maths) involving multiplication adj. 1650s, from Medieval Latin multiplicativus, from multiplicat-, past participle stem of multiplicare (see multiply).
noun, Mathematics (chiefly British) . 1. . noun, Mathematics. 1. the axiom of set theory that given any collection of disjoint sets, a set can be so constructed that it contains one element from each of the given sets.