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Use De Moivre's Theorem to write the complex number in standard form. (see below)
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\[[\sqrt2[\cos 10^0 + isin 10^0]]^6 =(\sqrt2)^6[\cos (6\times10^0) + isin ( 6 \times 10^0)]\] \[=8\cos (60^0) +8 isin ( 6 0^0 ) =8 \times \frac{1}{2} +8 \times i \times \frac{\sqrt3}{2}\] \[=4 +4 i \sqrt3\]
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