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What is the relationship between the “root”, an “x-intercept”, and the “solution” of a polynomial function?
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they are synonyms
that's the only relationship?
maybe i was not clear. when i say "they are synonyms" i mean they are the same thing. so the relationship is as strong as it can be
if \[p(x)\] is a polynomial, saying that r is a root is identical to saying \[p(r)=0\] is the same as saying \[(r,0)\] is on the graph
Oh makes sense now! thanks
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