v(t) = 320 cor (3 i (t) = 10 sin (377€ -3°) +30.) Find the load impedance b) The complex paver abrorbed by the load.
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- The instantaneous power absorbed by the load in a single-phase ac circuit, for a general R LC load under sinusoidal-steady-state excitation. is (a) Nonzero constant (b) Zero (c) Containing double-frequency componentsConvert the following instantaneous currents to phasors, using cos(t) as the reference. Give your answers in both rectangular and polar form. (a) i(t)=5002cos(t30) (b) i(t)=4sin(t+30) (c) i(t)=5cos(t15)+42sin(t+30)4- A Circuit of zero lagging power factor behaves as a. A capacitive circuit b. An inductive circuit c. RC circuit d. RL circuit
- A voltage and current applied to a single phase load is v= 195 sin (300t+35°) and i= 175 sin (250t- 40°). Find the single and three phase active and reactive power of the circuit if the voltage and current are in cos waveform. Active Power Reactive Power Three Phase Active power Three phase Reactive PowerTwo impedances consist of resistance of (15 ohms and series connectedinductance of 0.04 henry) and (resistance of 10 ohms, inductance of 0.1 henryand a capacitance of 100 microfarad, all in series) are connected in series andare connected to 230 volts, 50 – Hz AC source. Find: (a) current drawn, (b) voltageacross each impedance, (c) individual and total power factor. Draw the phasordiagram.A balanced load is connected in star across a 3 phasec415V 50Hz supply. The load consists of a coil of resistance 25 ohms and inducrance 0.5 henry in paeallel with a purw resistance of 28 ohms and a pure capaciror of 60microfarads capacitance ,in each branch. Calculate a. The line currents? Need full working and answer has to be 9.3A Formola for inductance XL= 2×3.142FL FORMOLA FOR CAPACITOR XC= 1/2×3.142×FC
- The admittance of a circuit is (0.03-j0.04) Siemens. Find the value of resistance and inductive reactance of the circuit if they are joined a)in series and b) in parallel.Need asap pls help. Solve for the voltages across and currents through each component. Show the complete solution and explain. The total power should be zero..A balanced load is connected in star across a 3 phasec415V 50Hz supply. The load consists of a coil of resistance 25 ohms and inducrance 0.5 henry in paeallel with a purw resistance of 28 ohms and a pure capaciror of 60microfarads capacitance ,in each branch. Calculate a. The line currents Need the most sumple working
- Complete Solution: A 250 - kVA, 0.5 lagging power factor load is connected in parallel to a 180 - W, 0.8 leadingpower factor load and to a 300 - VA, 100 VAR inductive load. Determine the total apparentpower in kVA. Express your answer in polar form.Three impedances, Z1 =10020.Q, Z2 =63.2518.43.2 and Z3 =1002-90•Q are connected in star. Convert the star to an equivalent delta connection. And draw the star network and also the equivalent of delta connectionCalculate the value of capacitance in the following figure that must be connected in parallel with the load to correct the source power factor to 0.94 lagging. The frequency f = 60 Hz