Current Electricity
- Two rods are joined end to end, as shown. Both have a cross-sectional area of 0.01 cm². Each is 1 meter long. One rod is of copper with a resistivity of 1.7 × 10–6 ohm-centimeter, the other is of iron with a resistivity of 10–5 ohm-centimeter. How much voltage is required to produce a current of 1 ampere in the rods?
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Copper rod and iron rod are joined in series.
From ohm’s law V = RI
= (1.7 × 10–6 × 10–2 + 10–5 × 10–2) 0.01 × 10–4 volt
= 0.117 volt (∵ I = 1A)Correct Option: A
Copper rod and iron rod are joined in series.
From ohm’s law V = RI
= (1.7 × 10–6 × 10–2 + 10–5 × 10–2) 0.01 × 10–4 volt
= 0.117 volt (∵ I = 1A)
- 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
- Across a metallic conductor of non-uniform cross section a constant potential difference is applied. The quantity which remains constant along the conductor is :
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Here, metallic conductor can be considered as the combination of various conductors connected in series. And in series combination current remains same.
Correct Option: A
Here, metallic conductor can be considered as the combination of various conductors connected in series. And in series combination current remains same.
- 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