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cubed root of {54 times t^8} cubed root of {54 times t^8} @Mathematics
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\[\sqrt[3]54\times{t ^{8}?}\]
what is t??
\[\sqrt[3]{54t^8}=\sqrt[3]{8\times 7\times t^3\times t^3\times t^2}\] \[=2t^2\sqrt[3]{7t^2}\]
there is no given number for t...54t^11?
is that cubed?
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@satellite 8*7 does not equals 54
9x6
the correct answer is 3*t^2 *{(2t^2)}^1/3
\[3t ^{2}\sqrt{2t ^{2}1/3}\]
no no no, the 2t^2 is raised to the power 1/3 not multiplied by it,
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\[3t ^{2}\sqrt{2t ^{1/3}}\] like that?
no no its cube root of (2t^2 ) multiplied with 3 t^2
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