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(√3+i)(cosπ/3+isnπ/3)/(cos15+isin15°)的3次方

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答案和解析
原式=2(cosπ/6+isinπ/6)(cosπ/3+isnπ/3)/(cosπ/4+isnπ/4)
=2[cos(π/6+π/3-π/4)+isin(π/6+π/3-π/4)]
=2(cosπ/4+isinπ/4)
=√2+i√2
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