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If you could explain what property is illustrated in this equation: 5(3x+y)=5(3x+1y)
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Well the only thing that changes is that you have \(1y\) instead of \(y\). So what's the property that tells you that \(1y=y\)?
Identity? I have no clue what the property is. :/ Trying so hard to remember but nothing comes to mind
Multiplicative identity?
I don't have a specific "property" come to mind except for the existence of the multiplicative identity. Which happens to be denoted by 1.
alright, that then confirms what I am thinking :)
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Excellent.
One more quick question tho.. on (19a+11b)+0=19a+11b would that be additive identity?
That's what I would say.
Ok thanks!!! If anyone else could add their two cents, I would appreciate that as well :)
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