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AQA A Level Physics – Electricity Comprehensive Question Set with Practice Problems and Detailed Solutions

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AQA A Level Physics – Electricity Comprehensive Question Set with Practice Problems and Detailed Solutions

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Q1.
A battery has an emf of 5.30 V and negligible internal resistance.

(a) State what is meant by an emf of 5.30 V for this battery.

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________
(2)

(b) Figure 1 shows the battery connected into a circuit.

Figure 1




The ammeter is ideal.
The voltmeter is non-ideal and has a resistance R.
The reading on the voltmeter is 1.05 V when it is connected across the 320 Ω
resistor.

Show that the reading on the ammeter is approximately 7 mA.




(2)

(c) Show that the resistance R of the voltmeter is approximately 300 Ω.




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(3)

(d) The voltmeter is now connected across the battery terminals.

Calculate the power dissipated in the voltmeter.




power = _______________ W
(2)

(e) The voltmeter is now connected across the 640 Ω resistor as shown in Figure 2.

Figure 2




The reading on the voltmeter is 2.10 V.

When the voltmeter was connected across the 320 Ω resistor, as shown in Figure 1,
the reading on the voltmeter was 1.05 V.

Explain why the sum of these voltmeter readings does not equal the emf of the
battery.

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________




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___________________________________________________________________

___________________________________________________________________

___________________________________________________________________

___________________________________________________________________
(2)
(Total 11 marks)


Q2.
Figure 1 shows a conveyor used to raise concrete blocks on a building site. The blocks
do not slip on the belt at any time.

Figure 1




Figure 2 shows an enlarged view of one block on the belt. The belt is inclined at 23° to
the horizontal. The mass of the block is 19 kg.

Figure 2




The belt exerts a frictional force F on the block when the block is at rest.

(a) Draw an arrow on Figure 2 to show the line of action of F.
(1)

(b) Show that the magnitude of F is approximately 70 N.




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(1)

(c) The belt is driven by an electric motor. When the motor is switched on, the belt and
the block accelerate uniformly from rest to a speed of 0.32 m s−1 in a time of 0.50 s.

Calculate the magnitude of the frictional force of the belt on the block during this
acceleration.




frictional force = _______________ N
(3)

(d) The motor is connected to a 110 V dc supply that has negligible internal resistance.
The maximum operating current in the motor is 5.0 A.

The efficiency of the motor and drive system of the conveyor is 28%. The belt
travels at 0.32 m s−1 and is 8.0 m long.

Deduce the maximum number of blocks that can be moved on the belt at one time.




maximum number of blocks = _______________
(4)
(Total 9 marks)


Q3.
(a) A light emitting diode (LED) emits blue light with a wavelength of 440 nm. The rate
of photon emission is 3.0 × 1016 s−1.

Show that the power output of the LED is approximately 0.014 W.




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