Is it possible to write $$64x^6-112x^4+56x^2-7$$ in linear factors?
If so, what are they?
(Finding it really difficult to ask this question!!)
2026-04-09 13:21:17.1775740877
Please help me with factorisation of $64x^6-112x^4+56x^2-7$
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Using the Rational Root Theorem, after a bit of testing, we see that there are no rational roots. So you won't find "easily accessible" factors of the form $x-r$, where $ r \in \mathbb {Q} $. Also, see here.