Resistance.

Calculating resistance in series and parallel circuits.
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Calculating resistance in series and parallel circuits.

Resistance is the opposition to current flow and occurs in AC and DC circuits. Resistance is measured in Ohms and represented by the Greek letter “omega” or symbol Ω.

Impedance is the total opposition to current flow in an AC circuit. Just like resistance, impedance is measured in Ohms but often symbolized by the letter “Z”.

Impedance in an AC circuit includes both resistance and reactance. Reactance is a term used to describe amplitude and phase changes of sinusoidal current going through an AC circuit.

In DC circuits, there is only resistance since reactance does not occur in a DC circuit.

Factors such as wire size, length and material all have an impact on the final amount of resistance in a circuit. A longer run of wire has greater resistance than a shorter run of the same wire. The larger the wire, the lower the resistance. Copper is a more noble metal and better conductor than aluminum and therefore has less resistance.

Different materials vary in their level of resistance and can be classified into one of the following three categories:

In a series circuit, the total resistance is found by summing up all the resistors.

In a parallel circuit, the total resistance equals the reciprocal of the sum of the reciprocals in each branch resistance. In a parallel circuit, the total resistance is always less than any of the branch resistances.

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Resistance.

Below is a Real Question from our Electrical Continuing Education Courses for Electrical License Renewal:

Refer to the image of the series circuit.

What would the total resistance be in the series circuit if resistor one was 72 Ω, resistor two was 14 Ω and resistor three was 16 Ω?

A: 36 Ω.
B: 102 Ω.
C: 96 Ω.
D: 3.60 Ω.
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