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*Three impedances are connected in parallel to a 100 V, 50 Hz supply. The first impedance is(10+ j12.5) Ohms and the second impedance is(20+ j8) ohms. Determine the third impedance if the total current is 20<−25◦ A.
*What is the impedance value of this equation: (0.025− j0.040) S
*A given load takes 80 kVA at 50% lagging power factor, while another load connected in parallel across the same source takes 40kVA at 86.7% lagging power factor. Find the apparent power.
*Given Z1= -j2.5 ohms; Z2 = j4 ohms; Z3 = 5 ohms; Z4 = 1+j5 ohms. If the four impedance are connected in series, find the equivalent admittance in mhos?
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- A 43mH coil in series with a 1200 ohm resistor across a sine wave ac voltage source with a frequency of 6 kHz. The total impedance for the circuit is O 1620 46.5° ohm esc 2017 53.5° ohm 1200 53.5° ohm 2820 46.5° ohm ! 1 Q ← 2 W #3 C E $ 54 R G Search or type URL % 5 MacBook Pro T A 6 Y & 7 ☆ U * 8 + 1 ( 9 ( 0 ) 0 4) P + O = [ deletearrow_forwardDon't use ai to answer I will report your answer Solve it Asap with explanation and calculation.arrow_forward1. Consider the two circuits below being driven by an AC source Vac. What is the impedance between terminals a and b as the frequency goes to zero? What is the impedance as the frequency become extremely high? ell L1 1 ΜΗ C1 1 µF C2 1 µF b t Vac sine L2 1 ΜΗ C3 1 µF L3 1 µH Vac sinearrow_forward
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