Electrical charges have the right to move easily in some materials (conductors) and also less freely in others (insulators), as we learned previously. We explain a material"s ability to conduct electric charge as conductivity. Great conductors have actually high conductivities. The conductivity of a product depends on:

density of free charges available to relocate Mobility of those totally free charges

In comparable fashion, we define a material"s capability to stand up to the motion of electric charge using resistivity, symbolized through the Greek letter rho (ρ). Resistivity is measure in ohm-meters, i m sorry are stood for by the Greek letter omega multiplied by meter (Ω•m). Both conductivity and also resistivity room properties that a material.

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When things is created out the a material, the material"s propensity to command electricity, or conductance, depends on the material"s conductivity as well as the material"s shape. For example, a hole cylindrical pipe has actually a higher conductivity the water than a cylindrical pipeline filled v cotton. However, form of the pipe additionally plays a role. A really thick but brief pipe deserve to conduct numerous water, yet a very narrow, really long pipeline can"t command as lot water. Both geometry that the object and the object"s composition affect its conductance.

Focusing on one object"s capacity to withstand the circulation of electrical charge, we find that objects do of high resistivity materials tend to impede electrical current flow and have a high resistance. Further, products shaped into long, slim objects likewise increase one object"s electric resistance. Finally, objects frequently exhibit higher resistivities at greater temperatures. We take every one of these components together to describe an object"s resistance come the flow of electric charge. Resistance is a sensible property of an object that defines the object"s capability to impede the flow of charge with it. Devices of resistance space ohms (Ω).

For any given temperature, we deserve to calculate an object"s electric resistance, in ohms, utilizing the adhering to formula:

In this formula, R is the resistance the the object, in ohms (Ω), rho (ρ) is the resistivity of the material the object is made the end of, in ohm*meters (Ω•m), l is the size of the object, in meters, and A is the cross-sectional area the the object, in meters squared. Note that a table of material resistivities because that a consistent temperature is provided to you at right.

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Let"s try a sample difficulty calculating the electric resistance of an object:

Question: A 3.50-meter length of wire through a cross-sectional area the 3.14 × 10–6 m2 in ~ 20° Celsius has a resistance of 0.0625 Ω. Recognize the resistivity the the wire and also the material it is made out of.