3. Calculation3.1 For the circuit shown in Figure 2, use the superposition principle to calculate thecomponents of i1, i 2 and i 3 when each source acts alone, and complete Table 1. Note thatI11, I21 and I31 are the component of I1, I2 and I3 due to V1, and I12, I22 and I32 are thecomponent of I1, I2 and I3 due to and V2 respectively. All values are RMS value.Table 1 Calculated DataV1 Active Only V2 Active Only V1 and V2 ActiveI11 I12 I1 V(R1:2)I21 I22 I2 V(3-0)I31 I32 I3Table 2 Simulated DataElectrical Engineering Principles (EEE4115)Lab 2 Page 7 of 8Obtained from steps 2.27 and 2.31I(R1) VR1:2I(R2) V3-0I(R3)3.2 Compare the calculated data with the simulated results.__________________________________________________________________________________________________________________________________________

n superposition theorem, when we consider the effect of one voltage source, all the other voltage sources are ____________Answer areaShortedOpenedRemovedUndisturbed

A linear circuit consists of more than two active independent sources let’s say an ideal voltage source and an ideal current source with a combination of passive elements. Then the voltage across (or current through) a particular passive element will be due to________________sources.Each independent sources acting aloneOnly current sourceNone of the theseOnly voltage sourc

A linear circuit consists of more than two active independent sources let’s say an ideal voltage source and an ideal current source with a combination of passive elements. Then the voltage across (or current through) a particular passive element will be due to________________sources.Each independent sources acting aloneOnly current sourceNone of the theseOnly voltage source

Find the voltage across 2Ω resistor in the circuit shown below using Superposition theorem.

A single phase voltage source Vs =240∠0° V RMS supplies two loads in parallel with thefollowing parameters (all values RMS),1) 10 kVA at a 0.6 lagging power factor2) 2 kW at a 0.90 leading power factora) Draw the power triangle for each of the two loads and complete Table 1. [4]b) Calculate the power triangle of the combined loads and complete Table 1. Draw thecombined power triangle. [2]c) Apply S=VsI s* to the combined power to calculate the phasor current I s.[1]d) Calculate the required kVARs of capacitance in parallel with the loads to correct the powerfactor to 0.9 lagging. Complete Table 1 as required. [2]e) Calculate the new phasor current I sn for the new power factor corrected system.