Current Electricity
- Si and Cu are cooled to a temperature of 300 K, then resistivity?
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Conductivity of semiconductor increases with increase in temperature while conductivity of metal decreases with increase in temperature.
Correct Option: B
Conductivity of semiconductor increases with increase in temperature while conductivity of metal decreases with increase in temperature.
- The resistivity (specific resistance) of a copper wire
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Resistivity of copper wire increases with increase in temprature as ρt = ρ0(1 + αt)
Copper being a metal has positive coefficient of resistivity.Correct Option: A
Resistivity of copper wire increases with increase in temprature as ρt = ρ0(1 + αt)
Copper being a metal has positive coefficient of resistivity.
- A 6 volt battery is connected to the terminals of the three metre long wire of uniform thickness and resistance of 100 ohm. The difference of potential between two points on the wire separated by a distance of 50 cm will be
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R α l
For 300 cm, R = 100 ΩFor 50 cm, R' - 100 × 50 = 50 Ω 300 3
∴ IR = 6⇒ IR' = 6 × R' = 6 × 50 = 1 volt. R 100 3
Correct Option: D
R α l
For 300 cm, R = 100 ΩFor 50 cm, R' - 100 × 50 = 50 Ω 300 3
∴ IR = 6⇒ IR' = 6 × R' = 6 × 50 = 1 volt. R 100 3
- A wire of resistance 4 Ω is stretched to twice its original length. The resistance of stretched wire would be
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Resistance R = ρl A
∵ l' = 2l∴ A' = A 2 ∴ R'ρ 2l = 4R = 4 × 4Ω = 16Ω A
Therefore the resistance of new wire becomes 16 ΩCorrect Option: C
Resistance R = ρl A
∵ l' = 2l∴ A' = A 2 ∴ R'ρ 2l = 4R = 4 × 4Ω = 16Ω A
Therefore the resistance of new wire becomes 16 Ω
- The resistance of a wire is 'R' ohm. If it is melted and stretched to 'n' times its original length, its new resistance will be :-
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We know that, R = ρl A or R = ρl² ⇒ R ∝ l² Volume
According to question l2 = nl1R2 = n²l1² R1 l1² or, R2 n² R1
⇒ R2 = n²R1Correct Option: B
We know that, R = ρl A or R = ρl² ⇒ R ∝ l² Volume
According to question l2 = nl1R2 = n²l1² R1 l1² or, R2 n² R1
⇒ R2 = n²R1