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The Currents in A Δ\Delta Load Are Iab=100,Ibc=2090I_{a b}=10 \angle 0^{\circ}, I_{b c}=20 \angle-90^{\circ}

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The currents in a Δ\Delta load are Iab=100,Ibc=2090I_{a b}=10 \angle 0^{\circ}, I_{b c}=20 \angle-90^{\circ} , and Ica=1590I_{c a}=15 \angle 90^{\circ} A. Calculate (a) the sequence components of the Δ\Delta -load currents, denoted IΔ0,IΔ1,IΔ2I_{\Delta 0}, I_{\Delta 1}, I_{\Delta 2} ; (b) the line currents Ia,IbI_{a}, I_{b} , and IcI_{c} , which feed the Δ\Delta load; and (c) sequence components of the line currents IL0,IL1I_{\mathrm{L} 0}, I_{\mathrm{L} 1} , and IL2I_{\mathrm{L} 2} . Also, verify the following general relation: IL0=0I_{\mathrm{L} 0}=0 , IL1=3IΔ130I_{\mathrm{L} 1}=\sqrt{3} I_{\Delta 1} \angle-30^{\circ} , and IL2=3IΔ2+30AI_{\mathrm{L} 2}=\sqrt{3} I_{\Delta 2} \angle+30^{\circ} \mathrm{A} .

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(a)
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