Datrys frac{1^{80}+i^{12}-3i^26+2i^14}{9+2i-1^35*1^9}

$$\frac { 1 ^ { 80 } + i ^ { 12 } - 3 i ^ { 26 } + 2 i ^ { 14 } } { 9 + 2 i - 1 ^ { 35 } \cdot 1 ^ { 9 } }$$

Enrhifo

$$\frac{6}{17}-\frac{3}{34}i\approx 0.352941176-0.088235294i$$

Camau Ateb

Er mwyn lluosi pwerau sy’n rhannu’r un sail, adiwch eu esbonyddion. Adiwch 35 a 9 i gael 44.

$$\frac{1^{80}+i^{12}-3i^{26}+2i^{14}}{9+2i-1^{44}}$$

Cyfrifo 1 i bŵer 80 a chael 1.

$$\frac{1+i^{12}-3i^{26}+2i^{14}}{9+2i-1^{44}}$$

Cyfrifo i i bŵer 12 a chael 1.

$$\frac{1+1-3i^{26}+2i^{14}}{9+2i-1^{44}}$$

Adio 1 a 1 i gael 2.

$$\frac{2-3i^{26}+2i^{14}}{9+2i-1^{44}}$$

Cyfrifo i i bŵer 26 a chael -1.

$$\frac{2-3\left(-1\right)+2i^{14}}{9+2i-1^{44}}$$

Lluosi 3 a -1 i gael -3.

$$\frac{2-\left(-3\right)+2i^{14}}{9+2i-1^{44}}$$

Gwrthwyneb -3 yw 3.

$$\frac{2+3+2i^{14}}{9+2i-1^{44}}$$

Adio 2 a 3 i gael 5.

$$\frac{5+2i^{14}}{9+2i-1^{44}}$$

Cyfrifo i i bŵer 14 a chael -1.

$$\frac{5+2\left(-1\right)}{9+2i-1^{44}}$$

Lluosi 2 a -1 i gael -2.

$$\frac{5-2}{9+2i-1^{44}}$$

Tynnu 2 o 5 i gael 3.

$$\frac{3}{9+2i-1^{44}}$$

Cyfrifo 1 i bŵer 44 a chael 1.

$$\frac{3}{9+2i-1}$$

Tynnu 1 o 9+2i i gael 8+2i.

$$\frac{3}{8+2i}$$

Lluoswch y rhifiadur a'r enwadur gyda chyfiau cymhleth yr enwadur, 8-2i.

$$\frac{3\left(8-2i\right)}{\left(8+2i\right)\left(8-2i\right)}$$

Gwnewch y gwaith lluosi yn \frac{3\left(8-2i\right)}{\left(8+2i\right)\left(8-2i\right)}.

$$\frac{24-6i}{68}$$

Rhannu 24-6i â 68 i gael \frac{6}{17}-\frac{3}{34}i.

$$\frac{6}{17}-\frac{3}{34}i$$

Rhan Real

$$\frac{6}{17} = 0.35294117647058826$$

Camau Ateb

Er mwyn lluosi pwerau sy’n rhannu’r un sail, adiwch eu esbonyddion. Adiwch 35 a 9 i gael 44.

$$Re(\frac{1^{80}+i^{12}-3i^{26}+2i^{14}}{9+2i-1^{44}})$$

Cyfrifo 1 i bŵer 80 a chael 1.

$$Re(\frac{1+i^{12}-3i^{26}+2i^{14}}{9+2i-1^{44}})$$

Cyfrifo i i bŵer 12 a chael 1.

$$Re(\frac{1+1-3i^{26}+2i^{14}}{9+2i-1^{44}})$$

Adio 1 a 1 i gael 2.

$$Re(\frac{2-3i^{26}+2i^{14}}{9+2i-1^{44}})$$

Cyfrifo i i bŵer 26 a chael -1.

$$Re(\frac{2-3\left(-1\right)+2i^{14}}{9+2i-1^{44}})$$

Lluosi 3 a -1 i gael -3.

$$Re(\frac{2-\left(-3\right)+2i^{14}}{9+2i-1^{44}})$$

Gwrthwyneb -3 yw 3.

$$Re(\frac{2+3+2i^{14}}{9+2i-1^{44}})$$

Adio 2 a 3 i gael 5.

$$Re(\frac{5+2i^{14}}{9+2i-1^{44}})$$

Cyfrifo i i bŵer 14 a chael -1.

$$Re(\frac{5+2\left(-1\right)}{9+2i-1^{44}})$$

Lluosi 2 a -1 i gael -2.

$$Re(\frac{5-2}{9+2i-1^{44}})$$

Tynnu 2 o 5 i gael 3.

$$Re(\frac{3}{9+2i-1^{44}})$$

Cyfrifo 1 i bŵer 44 a chael 1.

$$Re(\frac{3}{9+2i-1})$$

Tynnu 1 o 9+2i i gael 8+2i.

$$Re(\frac{3}{8+2i})$$

Lluoswch rifiadur ac enwadur \frac{3}{8+2i} gyda chyfiau cymhleth yr enwadur 8-2i.

$$Re(\frac{3\left(8-2i\right)}{\left(8+2i\right)\left(8-2i\right)})$$

Gwnewch y gwaith lluosi yn \frac{3\left(8-2i\right)}{\left(8+2i\right)\left(8-2i\right)}.

$$Re(\frac{24-6i}{68})$$

Rhannu 24-6i â 68 i gael \frac{6}{17}-\frac{3}{34}i.

$$Re(\frac{6}{17}-\frac{3}{34}i)$$

Rhan real \frac{6}{17}-\frac{3}{34}i yw \frac{6}{17}.

$$\frac{6}{17}$$