How do you determine if a polynomial is the difference of two squares?

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How do you determine if a polynomial is the difference of two squares?

Mathematics
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waits for amistre
im here lol
a suggestion is try to factor

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Other answers:

it got the '-' in it
thats a big clue
yeah big clue
and if you see that the sides can be sqrted thats another
usually; if it has a square in it and has a - they want you to diff it
I don't think you can have a odd exponent as the leading term
you can; but it all depends on how anal a program is lol
oh
you said exponent.... i read coeeff
..... still may apply tho lol
happens to me all the time. im fukin dyslexic or something
how did her question get from facotring to such an analytical question. Interesting text book
\(x^{\sqrt{5}}\)
or maybe th answer is in the introductioin of the cchapter
\[x^{5^{1/2}}\] lol
x^ 1/5 - 0 X^1/5+ 0 ?
I just need a 50 word response for my paper that is all I need
is this a grad course on teaching algebra?
So I am trying to put that all down and in the correct form so that it sounds right
I don't know the definate answer to your question
No it is my algebra/117 my last basic class that I need
uhoh..... if you qoute me youre gonna need alot of ****
Praphrase
amistre64 says yada yada yada; someday it may even be proven correct lol
lol
I am trying to write on my own I just need something to get started with
write P=NP
i'll give you $400,000 if you can prove that
I think im short changing you, too
P=NP when P=0
lol
that's not proving P=NP, that's a case
;)
you can use a case to prove but you can't prove by cases
\[x^y + y^x = xy^{x+y}\]

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