This problem belongs to the complex power calculation and is entirely based on one concept i.e.
Complex power S = Vrms*(Irms)*
where (Irms)* denotes the conjugate of RMS value of current through the terminals of the element across which the complex power is to be calculated.
Complex power S can be denoted in cartesian form as
S = P+jQ
here P= real power in watts
Q= reactive power in VAR
Also, S= |S|<φv-φi
|S| is the apparent power and
<φv-φi is the power factor angle
if <φv-φi is positive, the power factor is said to be lagging.
if <φv-φi is negative, the power factor is said to be leading.
cos(<φv-φi) gives the power factor.
Given below is the solution of all the five parts-



Hope this answer would help!
Q1. AC Power Calculation 1. For the following voltage and current phasors, calculate the complex power,...
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Solved: Find Vo in the network in x + /u/0/?tab=rm&ogbl#inbox?projector=1 7. (a) Use source superposition to find Vo in the following circuit: 12/ov +-120 2/AC) (b) An industrial load consumes 100 kW at 0.707 pflagging. The 60 H line voltage at the load is 480 4V rms. The transmission-line resistance between the power company transformer and the load is 0.1 22. Determine the power savings that could be obtained if the pf is changed to 0.96 logging 0.10 w 480...
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I
have seen similar examples of this question. However, for both 208V
and 280V AC power system, the line-to-line voltage seems to be the
same which 120V and that does not make sense. Can you please
justify that in the solution?
A 280-V, 3Ø AC power system, Y-connected three-phase generator connected through a three-phase transmission line to a A-connected load. The transmission line has an impedance of (0.06+j0.12) S2/phase, and the load has an impedance of (12+j9) 92 per phase....