Kompleksiniai skaičiai: Skirtumas tarp puslapio versijų

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Paraboloid (aptarimas | indėlis)
Paraboloid (aptarimas | indėlis)
295 eilutė:
:<math>=2.516611459(\cos\frac{160.239677}{3}+i\sin\frac{160.239677}{3})=2.516611459(\cos(53.41322567)+i\sin(53.41322567))=2.516611459(0.5960395+i 0.80295508)=1.4999998357+2.02072596 i;</math>
:<math>\alpha_2=\sqrt[3]{15.938539}(\cos\frac{\phi_1+2 \cdot 1\pi}{3}+i\sin\frac{\phi_1+2 \cdot 1\pi}{3})=2.516611459(\cos\frac{\phi_1+2\pi}{3}+i\sin\frac{\phi_1+2\pi}{3})=2.516611459(\cos\frac{160.239677+360}{3}+i\sin\frac{160.239677+360}{3})=</math>
:<math>=2.516611459(\cos\frac{520.239677}{3}+i\sin\frac{520.239677}{3})=2.516611459(\cos(173.41322567)+i\sin(173.41322567))=2.516611459(-0.99339927+0.114707846 i)=-2.499999986+ 0.288675079 i.;</math>
:<math>\alpha_3=\sqrt[3]{15.938539}(\cos\frac{\phi_1+2 \cdot 2\pi}{3}+i\sin\frac{\phi_1+2 \cdot 2\pi}{3})=2.516611459(\cos\frac{\phi_1+4\pi}{3}+i\sin\frac{\phi_1+4\pi}{3})=2.516611459(\cos\frac{160.239677+720}{3}+i\sin\frac{160.239677+720}{3})=</math>
:<math>=2.516611459(\cos\frac{880.239677}{3}+i\sin\frac{880.239677}{3})=2.516611459(\cos(293.41322567)+i\sin(293.41322567))=2.516611459(-0.99339927+397359727-0.114707846917662927 i)=1.0000000423-2.499999986+ 0.288675079309401038 i.</math>
 
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