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| | Associativity Summary |
 | | Thus, the associative property states that combining a with b first, and then combining the result with c, is equivalent to combining b with c first, and then combining a with that result. |
 | | Subtraction of real numbers is not associative since in general (a - b) -c not equal a - (b - c), for example (35 - 2) - 6 = 33 - 6 = 27, while 35 - (2 - 6) = 35 - (-4) = 39. |
 | | When the associative property holds for all the members of a set, every combination of elements must result in another element of the same set. |
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