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The Associative Property
The Associative Property:
A set has the associative property under a particular operation if the result of the operation is the same no matter how we group any sets of 3 or more elements joined by the operation. This definition will make more sense as we look at some examples.
More formally, if x, y and z are variables that represent any 3 arbitrary elements in the set we are looking at (let’s call the set we are looking at A), and the symbol # represents our operation, then the associative property for A with the operation # would be:
(x#y)#z = x#(y#z).
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