factoring: solve f(x) = X^2-10X+25 by factoring

kortness

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Jan 23, 2008
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I do not know if i am doing this problem correctly. will you please look over it and help me understand if i got it wrong (and y) please and thanks! :)
The directions say "solve by factoring. Indicate multiple answers by stating multiplicity."

1.) f (x) = X^2-10X+25
(X-5)^2
(X-5)(X-5)

answer: (X-5) multiplicity 2
 
Re: factoring

I think you're doing it right but don't you need to go one step and find the zeros?

so the final answer would be 5. is this what the book says.
 
Re: factoring

it didnt exactly say find the zeros so that is what confused me! :) I dont know because it said "factor" and didn't say anything about the root. (would i find the zeros?)
 
The key word is "solve". That means to find the value(s)of x that make the equation true.
 
Loren said:
The key word is "solve". That means to find the value(s)of x that make the equation true.
Unfortunately, the "equation" is "f(x) = (quadratic)", which, by definition, is going to be true for every value of x. :shock:

If the instructions had said something sensible, such as "find the zeroes (roots) of the following function", then the intention would have been more clear. :wink:

Eliz.
 
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