Lesson 3.1.3
3.1.3 Electrical power and energy Quiz: Pearson Edexcel Physics, Unit 3
20 questions
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Lesson 3.1.3, Electrical power and energy: 20 multiple choice questions for the Pearson Edexcel Physics (9PH0), Unit 3: Electric Circuits, written with Revision Ninja.
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The 20 questions
-
The power dissipated in a component is given by:
- P = VI
- P = I/V
- P = V/I
- P = V + I
-
Electrical energy transferred in a component is given by:
- E = V/It
- E = I^2 t/V
- E = V + It
- E = VIt
-
Which pair of expressions for power is equivalent to P = VI for a resistor?
- P = I/R and P = V/R
- P = IR and P = VR
- P = I^2 R and P = V^2/R
- P = I^2/R and P = V^2 R
-
A resistor dissipates 6.0 W when the potential difference across it is 3.0 V. What is the current?
- 18 A
- 2.0 A
- 0.50 A
- 9.0 A
-
A lamp is connected to 230 V and carries a current of 0.50 A. What is its power?
- 460 W
- 57.5 W
- 230 W
- 115 W
-
A heater has a power rating of 2.0 kW and operates for 30 minutes. How much energy is transferred in kilowatt-hours?
- 3.6 kWh
- 1.0 kWh
- 0.5 kWh
- 2.0 kWh
-
A 10 ohm resistor carries a current of 2.0 A. What power is dissipated in it?
- 5.0 W
- 40 W
- 80 W
- 20 W
-
A 6.0 ohm resistor is connected across a 12 V supply. What power is dissipated?
- 72 W
- 0.50 W
- 24 W
- 2.0 W
-
A 100 W bulb operates for 10 hours. Given that 1 kWh costs 15 p, what is the cost of running it?
- 15 p
- 150 p
- 100 p
- 1.5 p
-
A lamp of resistance 4.0 ohm is connected across a 12 V supply for 10 s. How much energy is transferred?
- 1440 J
- 360 J
- 36 J
- 90 J
-
A heating element dissipates 500 W when connected to a 230 V supply. What is its resistance?
- 0.46 ohm
- 106 ohm
- 460 ohm
- 2.2 ohm
-
A fixed resistor has its current halved. By what factor does the power dissipated in it change?
- It stays the same.
- It falls by a factor of 2.
- It falls by a factor of 8.
- It falls by a factor of 4.
-
A 2.0 A current flows through a 5.0 ohm resistor for 4.0 s. How much energy is transferred?
- 20 J
- 160 J
- 80 J
- 40 J
-
Why are power lines operated at high voltage when transmitting electrical energy over long distances?
- A higher voltage reduces the power transmitted.
- A higher voltage reduces the current for the same power, so the I^2R losses in the cables are smaller.
- A higher voltage makes the cables superconducting.
- A higher voltage increases the current and so reduces the resistance of the cables.
-
A 60 W bulb runs at 230 V for 4.0 hours. What is the energy transferred in kilowatt-hours?
- 0.24 kWh
- 0.060 kWh
- 2.4 kWh
- 15 kWh
-
A kettle operating at 2.0 kW is used for 5.0 minutes. How much energy does it transfer?
- 24 kJ
- 600 kJ
- 2.4 MJ
- 10 kJ
-
A device operates at 12 V and draws a current of 0.50 A. How much energy is transferred in 60 s?
- 6.0 J
- 720 J
- 12 J
- 360 J
-
A 9.0 V battery drives a current of 2.0 A through a resistor for 30 s. How much power is dissipated?
- 36 W
- 4.5 W
- 18 W
- 270 W
-
A resistor is changed so its resistance doubles, while the current through it stays the same. What happens to the power dissipated?
- It doubles.
- It halves.
- It quadruples.
- It stays the same.
-
A cell of emf 6.0 V supplies a current of 0.40 A to a resistor for 2.0 minutes. What is the energy dissipated?
- 2.4 J
- 288 J
- 144 J
- 1.2 kJ
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