What on earth is the associative property of multiplication?
Associative Property: When three or more numbers are multiplied, the product is the same regardless of the grouping of the factors. For example (2 * 3) * 4 = 2 * (3 * 4)
when we associate with people we hang out in a group; the associative laws simply states that it doesnt matter how you group the factors
which show the property of bla and blah f (a times b)c = a(b times c) g a(b times c) = (a times c) times (a times c) h a times 1 = 1xa j (a times b) times c = (b times a) times c
Like a(bc) = ab(c) = abc (Actually the order doesn't matter either if we are talking about numbers so you go = bac etc).
It all seems a bit pointless, I know (because u "know" this). But there are algebras (sets of rules) which are put together in such a way that 1 or more rules don't hold and the elements may be something other than numbers.
okay. but what letter?
which letter
Well, based on all that info you just been given, I would have thought u could have picked that yourself. f.
thanks
really i've on and off the comp.
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