DC Circuits
What property of materials describes how easily they allow current to flow?
Power
Conductivity
Voltage
Resistor
How does increasing the length of a copper wire affect its overall resistance?
The resistance decreases.
The relationship between length and resistance cannot be determined.
The resistance increases.
The resistance stays constant.
Imagine two wires of identical materials but different lengths ( and where ) carrying the same current; how does the voltage drop across them compare given that resistivity and cross-sectional area are constants?
Voltage drop across is double that across .
Voltage drop across both wires is equal.
Voltage drop across is four times that of .
Voltage drop across is half that of .
What happens to the overall resistance of a circuit when a wire with lower resistivity replaces one with higher resistivity, assuming all other factors remain constant?
The overall resistance remains the same.
The overall resistance decreases.
The overall resistance increases.
The voltage across the circuit increases.
How would the resistivity of a wire change if its length is doubled and its cross-sectional area is halved, keeping the material and temperature constant?
The resistivity is halved.
The resistivity is quadrupled.
The resistivity remains unchanged.
The resistivity is doubled.
What unit is resistivity commonly measured in?
Ampere (A)
Ohm (Ω)
Coulomb (C)
Ohm-meter (Ω·m)
If two materials have different resistivities, which one allows electricity to flow more easily?
Cannot be determined without knowing their lengths and areas.
The one with lower resistivity.
Both allow electricity to flow equally well.
The one with higher resistivity.

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What instrument is typically used to measure the voltage across a resistor?
Voltmeter
Ohmmeter
Galvanometer
Ammeter
What happens to the electrical resistance if you increase both width & height?
There is no effect unless one side stands out in size.
The resistance decreases.
The resistance stays constant.
The resistance increases.
What happens to the resistance of a copper wire if its length is doubled while its cross-sectional area and material remain unchanged?
It remains the same.
It doubles.
It halves.
It quadruples.