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What does Canceling mean?
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2x/x =2 if x!=0
its a misnomer; canceling is either when you add to get 0 or multiply to get 1 i believe
\[ax/a=x\]Where 'a' is a constant. That's canceling.
What they appear now to call factors of 1 or some such...
since like terms over one another = 1: 3/3, 25/25, (x-1)/(x-1) ; it resembles a "cancelation". But you are simplifying to "1" and ignoring it since its redundant
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Cancelling in fractions is the process of finding factors of 1 that are hiding in your expression. Cancelling in sums is finding 0 terms that are hiding in your expression.
across, where "a" is a constant?
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