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Given the resistance or reactance of each element and the source voltage at zero degrees, calculate the real, reactive, and apparent power of the system.
Using the results of part a, determine the maximum power delivered.
Determine the level of capacitance that will ensure maximum power to the load if the range of capacitance is limited to 1 nF to 5 nF.
For the network of Fig. (a), find the current I. Repeat part (a) for the network of Fig. (b).
Determine the current through the 4-kO capacitive reactance of Figure.
Given the reactance of the same network elements, determine I for voltage sources of any magnitude but the same angle.
Write a program to determine the Thevenin voltage and impedance for any level of reactance for each element and any magnitude of voltage.
Demonstrate that maximum power is delivered to the load when XC = XL by tabulating the power to the load for XC varying.
Calculate the resistance of each bulb for the specified operating conditions. e. Determine the currents I1 and I2.
Find the energy dissipated by the resistor over one full cycle of the input voltage.
Find the total number of watts, volt-amperes reactive, and volt-amperes, and the power factor Fp.
Find PT, QT, and ST. Find the power factor Fp. Draw the power triangle.
Find the average power delivered to each element. Find the reactive power for each element.
Find the Norton equivalent circuit for the network external to the resistor R2 in Figure.
Using the results of part a, determine the voltage VC for the same figure.
Find the Norton equivalent circuit for the network external to the inductor of Figure.
Find the Norton equivalent circuit for the network external to the 2-kO resistor.
Determine the load impedance to replace the resistor R2 of Fig. to ensure maximum power to the load.
Determine the load impedance to replace the capacitor XC of Fig.to ensure maximum power to the load.
Using the results of part a, determine the maximum power to the load.
Find the Thevenin equivalent circuit for the portions of the networks of Figure.
Using the results of part (a), determine the voltage VC for the same figure.
Find the Thevenin equivalent circuit for the network external to the inductor of Figure.
Write a computer program that will provide a general solution for the network of Figure.