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\[5\sqrt{8} \sqrt{8} \over 3\sqrt{8^5}\] \[8-\frac{ 3 }{ 10 }\] \[8- \frac{ 41 }{ 30 }\] \[8- \frac{ 29 }{ 30 }\] \[8 \frac{ 71 }{ 30 }\] <--- what i think it is
Remember, \(\large \sqrt{x^m} = x^{m/2}\)
Or, also, \(\sqrt{8^5} = \sqrt{8^4 \cdot 8} = 8^2\sqrt{8}\)
HINT: \(\sf 3\sqrt{8^5} = 3\sqrt{8\times 8\times 8....} = 3\sqrt{8}\times \sqrt{8}..\)
Therefore you will have \[\frac{5\color{red}{\sqrt{8}}\sqrt{8}}{3\cdot 8^2\color{red}{\sqrt{8}}}\]
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thank you i think i got it!(:
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