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Help would be appreciated(: Find all the zeros of of the equation -3x^4+27x^2+1200=0
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@satellite73
oh there you are (:
start by finding the zeros of \[-3u^2+27u+1200=0\] where \(u=x^2\)
best bet is to divide all by \(-3\) and start with \[u^2-9u-400=0\]
by some miracle this one actually factors as \[(u+16)(u-25)=0\] and so \(u=-16\) or \(u=25\) now go back to \(x^2\) and write \[x^2=-16\] or \[x^2=25\]
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So I would have to write it like this -3x^4+27(-16)^2+1200=0 ? Or x^2= were my finall answers ?
no your job is to solve for \(x\) not rewrite it you have \[x^2=25\] so \[x=\pm5\] and also \[x^2=-16\] which is not possible with real numbers
Oh isee ! Thank you very much for the help! (:
yw
Thank you timo (:
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