Series-Parallel Combination
Most networks in AC circuits can be broken into blocks no more complicated than the one below. The complex impedance approach provides the tool necessary to reduce such a combination to an equivalent impedance. This kind of combination may be encountered in the development of an AC Thevenin equivalent for the analysis of an AC circuit.
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| The parallel part of the impedance can be put in the form | ![]() |
| which can be rationalized by the operation : | , |


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