Linked from

The 17 pages that link to Distributive property, each with the reason it gives.

• Binomial theoremNarrower topic: Repeated distribution directly expands products such as (a+b)^n.

• MultiplicationRelated: It explains why multidigit algorithms can split factors into place-value parts.

• CoefficientRelated: Distribution multiplies an outside factor into each term, changing their coefficients.

• Ring (mathematics)Related: Distributivity links the ring's two operations.

• Binary operationRelated: Distributivity specifies how one binary operation can structure expressions involving a second.

• Scalar multiplicationRelated: Scaling a sum equals adding the separately scaled vectors.

• Complex multiplicationRelated: Together with i² = −1, it expands products into the familiar component formula.

• Associative propertyCompared with: Distributivity connects operations, whereas associativity concerns regrouping one operation.

• Algebraic expressionRelated: Distribution expands products or factors sums without changing their value.

• Algebraic identityRelated: Expanding products with this property often reveals an identity.

• Commutative propertyRelated: Distributivity relates operations rather than asserting that one operation tolerates swapped operands.

• Multinomial theoremRelated: Repeated distribution produces the terms whose multiplicities the theorem collects.

• Binomial (algebra)Related: It expands products involving binomials into sums of terms.

• Product (mathematics)Related: It expands products over sums and supports many multiplication algorithms.

• Term (mathematics)Related: Distribution expands a product into multiple terms.

• Elementary algebraRelated: Distribution expands products and connects factored expressions to sums.

• Ring theoryRelated: Distributivity links a ring’s additive and multiplicative structures.