The potential difference across a lamp is 2.5 V. The current in the lamp is 20 mA.
What is the energy dissipated in the lamp in 3.0 hours?
0.050 J
0.15 J
9.0 J
540 J
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4.4 EMF & Internal Resistance
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4.4 EMF & Internal Resistance
The potential difference across a lamp is 2.5 V. The current in the lamp is 20 mA.
What is the energy dissipated in the lamp in 3.0 hours?
0.050 J
0.15 J
9.0 J
540 J
Choose your answer
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One million electrons travel between two points in a circuit.
The total energy gained by the electrons is 1.6 × 10−10 J.
What is the potential difference between the two points?
1.6 × 10−16 V
1.6 × 10−4 V
1.0 × 103 V
1.0 × 109 V
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The diagram below represents a battery composed of two cells, each with an emf of 5 V each connected in series with an external resistor with a resistance of 4.7 kΩ. A voltmeter placed in parallel with the external resistor records a measurement of 9.4 V.
The resistor labeled r represents the combined internal resistance of the two cells.
Calculate the internal resistance of the battery.
3 Ω
35 Ω
120 Ω
300 Ω
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Consider the following statements about the electromotive force and internal resistance:
Which of the statements is correct?
1 and 2
1 and 3
Only 1
2 and 3
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A 5 Ω resistor receives 10 J of energy when 2.5 C of charge flows through it. What is the potential difference across the resistor?
2 V
4 V
25 V
50 V
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Two cells, each of e.m.f Ɛ and internal resistance r are placed in series with two parallel resistors of resistance R as shown in the diagram below.
Which of the following expressions is equal to the current drawn from these cells?
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Consider a resistor with length L, cross-sectional area A, and resistivity ? joined in series with a cell of electromotive force Ɛ and internal resistance r. For this particular power supply, the mean drift velocity of electrons v passing through the resistor and the number density of conduction electrons n within the resistor are known.
Which of the following expressions are equal to the internal resistance of the cell?
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