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Factor: 27x4-12(xcubed)-36/(xcubed) please and thank you :)
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\[27x ^{4}-12\sqrt[3]{x}-36/\sqrt[3]{x}\]
Is that \(x^3\) or \(\sqrt[3]{x}\) ??
\[\sqrt[3]{x} :)\]
let \[\sqrt[3]{x}\] be a
and then how do I factor the 36/a along with the rest of the equation?
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\[a^{12}-12a-\frac{ 36 }{ a }\]
\[a^{13}-12a^{2}-36\]
what happened to the 27x^4?
\[x^{4}= \sqrt[3]{x}^{12}\]
after y^13-12y^2-36 what should i do?
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try to factor out then for the roots you find put \[\sqrt[3]{x} \] instead of y
and then what? D:
sorry i don't really know anything
did you find the roots
im unsure of what that means
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for example a^2-2a-1=(a-1)(a-1) then the root is a=1
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