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Algebra question...might be stupid.
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whats the question?
When doing quadratics, how come you can do this. Example: a^2=a+b How is it a^2-a-b=0 instead of a^2-a/(b) = 0. Oh wait that's if I, solving for b. I think I answered my own question but what rule lets us make it =0.
lets use an analogy
A = 3 apples B = 2 bananas C = 2 carrots I have 3 apples, 2 bananas and 2 carrots (a+b+c). You have 2 bananas (b). If we give away bananas, Its subtraction. a+b+c=b -b -b a+c = 0
I see what you're getting at. Don't worry, thanks :).
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I get it, it just hit me lol.
Or with math: a^2 - a = b if you divide both sides by n, then you get \[\frac{ (a ^{2}-a) }{ b } =\frac{ b }{ b }\]
and b/b is 1, not 0
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