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how to solve 3 x 3^root(8)=x
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\[3 \times \sqrt[3]{8} = 8\]
lol no it isn't silly boy
We can try to approach this question, by first understanding the powers of 2, to get 8
\[\sqrt[3]{8}=2\] so \[3\times 2=6\] not \(8\) doe
\[2^{3}= 8\] you mean that?
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yes :)
so the asnwer is 8/3 ?
No, you can't just divide 8 by 3
When you move powers to the other side, you do the opposite of powers, which is nth rooting the value
lol you just making this stuff up right?
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I accidentally typed it in the wrong comment section ><
lol
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