Factor the polynomial x^8 - 98x^4 + 1 into 2 non-constant polynomials with integral coefficients please explain what does non-constant polynomials with integral coefficients mean and explain each step you did
Are you supposed to just factor it?
not sure i want to understand what this question is exactly asking =/
From Mathematica:\[\left(x^4-10 x^2+1\right) \left(x^4+10 x^2+1\right) \]
thats for factoring but do you know what does non-constant polynomials with integral coefficients mean?
Meaning the coeffcients much be an interger which they are.
Meaning the coeffcients much be an interger which they are.
Meaning the coeffcients much be an interger which they are.
Meaning the coeffcients much be an interger which they are.
Meaning the coeffcients much be an interger which they are.
Meaning the coeffcients much be an interger which they are.
Meaning the coeffcients much be an interger which they are.
\[x^8 - 98x^4 + 1\]let \(x^4=u\) \[u^2 - 98u + 1\] complete the square !
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