distribution law

The distributive law, also known as distributive property, is a fundamental rule in math that describes how multiplication interacts with addition or subtraction. It states that multiplying a number by a sum or difference is the same as multiplying each individual term and then adding or subtracting the results. For example, a*(b + c) is equal to a*b + a*c. This property helps simplify complex expressions and solve equations more efficiently by breaking them into manageable parts. It's a useful tool in algebra that ensures consistent and straightforward calculations across various mathematical contexts.