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复数据span class="katex"> 8.据/span>+据/span>8.据/span>一世据/span>可以以极性形式表示为据span class="katex-display"> 一种据/span>2据/span> (据/span>COS.据/span>B.据/span>∘据/span>+据/span>一世据/span>罪据/span>B.据/span>∘据/span>)据/span>那据/span>在哪里据span class="katex"> 0.据/span>据据/span>B.据/span>据据/span>1据/span>8.据/span>0.据/span>。什么是值据span class="katex"> 一种据/span>+据/span>B.据/span>还是据/p>
让据span class="katex"> P.据/span>是复杂平面中的点对应于复杂数字据span class="katex"> Z.据/span>然后让据span class="katex"> O.据/span>成为原产地。如果据span class="katex"> |据/span>Z.据/span>|据/span>=据/span>3.据/span>3.据/span>2据/span> 和线段之间的角度据span class="katex"> O.据/span>P.据/span>和正实的轴是据span class="katex"> 4.据/span>π据/span>那据/span>然后据span class="katex"> Z.据/span>可以表示为据span class="katex"> 一种据/span>+据/span>B.据/span>一世据/span>那据/span>在哪里据span class="katex"> 一种据/span>和据span class="katex"> B.据/span>是真实的数字。什么是值据span class="katex"> 一种据/span>+据/span>B.据/span>还是据/span>
细节和假设据/strong>
一世据/span>是假想的数字令人满意据span class="katex"> 一世据/span>2据/span>=据/span>-据/span>1据/span>。据/p>
让据span class="katex"> P.据/span>是复杂平面中的点对应于复杂数字据span class="katex"> Z.据/span>那据/span>然后让据span class="katex"> O.据/span>成为原产地。如果据span class="katex"> |据/span>Z.据/span>|据/span>=据/span>1据/span>2据/span>和线段之间的角度据span class="katex"> O.据/span>P.据/span>和正实的轴是据span class="katex"> B.据/span>π据/span>那据/span>然后据span class="katex"> Z.据/span>可以表示为据span class="katex"> 一种据/span>+据/span>1据/span>2据/span>一世据/span>那据/span>在哪里据span class="katex"> 一种据/span>和据span class="katex"> B.据/span>是正整数。什么是据span class="katex"> 一种据/span>+据/span>B.据/span>还是据/span>
细节和假设据/strong>
一世据/span>是假想的数字令人满意据span class="katex"> 一世据/span>2据/span>=据/span>-据/span>1据/span>。据/p>
让据span class="katex"> O.据/span>是复杂飞机上的起源,让据span class="katex"> P.据/span>是代表复杂号码的观点据span class="katex"> Z.据/span>=据/span>8.据/span>+据/span>6.据/span>4.据/span>一世据/span>。如果据span class="katex"> θ.据/span>是线段形成的角度据span class="katex"> O.据/span>P.据/span>以及复杂平面的真实轴的正面部分,值是多少据span class="katex"> 晒黑据/span>θ.据/span>还是据/span>
细节和假设据/strong>
一世据/span>是虚构的单位,在哪里据span class="katex"> 一世据/span>2据/span>=据/span>-据/span>1据/span>。据/p>
让据span class="katex"> P.据/span>是复杂平面中的点对应于复杂数字据span class="katex"> Z.据/span>然后让据span class="katex"> O.据/span>成为原产地。如果据span class="katex"> |据/span>Z.据/span>|据/span>=据/span>2据/span>5.据/span>2据/span> 和线段之间的角度据span class="katex"> O.据/span>P.据/span>和正实的轴是据span class="katex"> 4.据/span>π据/span>那据/span>然后据span class="katex"> Z.据/span>可以表示为据span class="katex"> 一种据/span>+据/span>B.据/span>一世据/span>那据/span>在哪里据span class="katex"> 一种据/span>和据span class="katex"> B.据/span>是真实的数字。什么是值据span class="katex"> 一种据/span>+据/span>B.据/span>还是据/span>
细节和假设据/strong>
一世据/span>是假想的数字令人满意据span class="katex"> 一世据/span>2据/span>=据/span>-据/span>1据/span>。据/p>
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