25. Two loads connected in parallel are supplied from a single-phase 240-V rms source. The two loads draw a total real power of 400 kW at a power factor of 0.8 lagging. One of the loads draws 120 kW at a power factor of 0.96 leading. Find the complex power of the other load.

1. Calculate the complex power delivered to each passive component of the circuit in figure, and determine the power factor of the source. 2. What value of capacitance must be added in parallel to the 10 Q resistor to increase the PF of the source to 0.95 at 50 Hz? j30 Q 50/-17° V rms ( L -j25 Q 46 102 15Ω

What is the value of capacitance that needs to be connected in a parallel configuration to the load in order to correct the pf source to 0.94 lagging. Frequency f= 129 Hz

14- A load 100+j0 ohms is connected across a 200V and 50 Hz supply. Find the Power factor. a. Unity b. 0.4 c. 0.8 d. 0.6

The three parallel loads in the circuit shown in (Eigure 1) can be described as follows: Load L₁ is absorbing an average power of 24 kW and reactive power of 18 kVAR, Load L₂ is absorbing an average power of 48 kW and generating reactive power of 30 kVAR, Load L3 is a 60 2 resistor in parallel with an inductor whose reactance is 480 2. Suppose that V. 1400/0° V (rms). Figure j10 Ω + V. Li L2 1 of 1 L3

No Handwriten please

For a source which has load has the following characteristics: • Vrms = 125 20° V • P= 400 W • pf = 0.925 lagging What is the rms current and reactive power?

Two 660 V (rms) loads are connected in parallel. The two loads draw a total average power of 76.2 kW at a power factor of 0.8 leading. One of the loads draws 46 kVA at a power factor of 0.96 lagging