All papers

Physics A · OCR H556 · Exploring Physics · June 2022

OCR A Level Physics A Exploring Physics June 2022 question paper H556/02

2h 15m 100 marks

Practise the past exam questions by topic

OCR H556 · Paper 2

24 questions
Report a problem
What is wrong?

Goes to whoever maintains the question split. No account needed and nothing is published on this page.

Question 1

A current is present in the circuit below.

Figure for question 1

The resistor is made from a length of wire.

Which row gives the correct charge carriers in the resistor and in the electrolyte?

Charge carriers in the resistorCharge carriers in the electrolyte
AElectronsElectrons
BElectronsIons
CElectrons and protonsIons and electrons
DElectrons and ionsIons and protons

Your answer

[1]

Question 2

The half-life of fluorine-18 isotope is T. After time t = 4 T the number of fluorine-18 nuclei in a source is N.

How many fluorine-18 nuclei have decayed in the time interval from t = 0 to t = 4 T ?

A 3 N

B 4 N

C 15 N

D 16 N

Your answer

[1]

Question 6

A potential divider circuit is shown below.

Figure for question 6

The battery has electromotive force (e.m.f.) 9.0 V and negligible internal resistance. At room temperature the potential difference (p.d.) across the thermistor is 4.5 V. The temperature of the thermistor is increased and its resistance decreases by 20% from its previous value.

What is the p.d. across the thermistor now?

A 3.6 V

B 4.0 V

C 5.0 V

D 5.4 V

Your answer

[1]

Question 7

A particle is moving at right angles to a uniform magnetic field of flux density B. The particle has mass m, charge q and moves in a circular arc of radius r in the region of the magnetic field.

What quantities are required to determine the momentum of this particle?

A B, q and r

B B, q and m

C B, q, r and m

D q, r and m

Your answer

[1]

Question 9

A student is investigating the refraction of light by a rectangular glass block. The glass block is surrounded by air. The diagram below shows the path of the light as it enters the block, when it is refracted within the block and when it exits the block.

Figure for question 9

Which statement is correct?

A The angles maths symbol and maths symbol are the same because the glass block is surrounded by air.

B The product of sin maths symbol and the refractive index of glass is a constant.

C The refractive index of glass is less than the refractive index of air.

D The speed of light is the same in both air and glass.

Your answer

[1]

Question 11

A beam of sound of intensity I0 is reflected off the surface of water. The amplitude of the reflected sound is fraction the amplitude of the incident sound. What is the intensity of the reflected sound in terms of I0?

Question 11, shown as an image
Question 11, shown as an image
Question 11, shown as an image

D I0

Your answer

[1]

Question 14

A wire in a circuit obeys Ohm’s law.

Which statement about the wire is linked to this law?

A The current in the wire is directly proportional to the potential difference across it.

B The current in the wire is inversely proportional to its resistance.

C The resistance of the wire is directly proportional to its length.

D The resistance of the wire is inversely proportional to its cross-sectional area.

Your answer

[1]

Question 15

An electron has both mass and charge. The electron has a gravitational field and an electric field around it.

Which statement is not correct?

A Both field patterns look the same.

B Both field patterns show parallel field lines around the electron.

C Both field strengths obey an inverse square law with distance from the electron.

D The direction of both fields is the same at any point around the electron.

Your answer

[1]

Answer
Mark scheme for question 15

Question 16

(a)

A graph of displacement s against distance x for a progressive wave at time t = 0 is shown

Figure for question 16

Determine:

(a)(i)

the phase difference maths symbol in radians between the points on the wave at x = 1.5 cm and x = 2.5 cm

[1]

(a)(ii)

the displacement s at time t = fraction T at x = 1.5 cm, where T is the period of the oscillations of the wave.

[1]

(c)

A student is doing an experiment to determine the speed of sound in air by producing stationary waves inside a horizontal glass tube.

Fine powder is sprinkled inside the tube. A loudspeaker is placed close to the open end of the tube. The other end of the tube is closed. The loudspeaker is connected to a signal generator producing a frequency of 2.72 kHz. The powder inside the tube forms piles at certain locations inside the tube, see Fig. 16.2.

Figure for question 16
(c)(i)

Suggest why the powder piles up at the nodes within the tube.

[1]

(c)(iii)

Determine the fundamental (minimum) frequency f0 of the stationary wave that can be formed within this tube.

[2]

Question 17

A light-emitting diode (LED) can be used to determine the Planck constant h. When the LED just starts to emit light, the equation below is valid

Question 17, shown as an image

where V is the potential difference (p.d.) across the LED, maths symbol is the wavelength of the light emitted, c is the speed of light in vacuum and e is the elementary charge.

(a)

In the equation above, fraction is the energy of a photon emitted from the LED.

Determine the S.I. base units for h.

[2]

(b)

* Describe how an experiment can be carried out in the laboratory to determine h from a graph. Your description must include how V and maths symbol are accurately determined. Assume that the

values of e and c are known.

Additional answer space if required

[6]

Question 18

Figure for question 18
(a)

Compare the e.m.f. of the battery and the potential difference (p.d.) across the variable resistor in terms of energy transfers or changes.

[1]

(b)

State which physical quantity of the variable resistor is changed to alter its resistance.

[1]

(c)

A student connects up the circuit above to determine r.

(c)(ii)

The student varies R and measures the current I. The student plots a graph of fraction against R.

Figure for question 18

1 Use the graph to determine the power dissipated in the variable resistor when

Question 18, shown as an image

2 The e.m.f. E of the battery is 5.0 V.

Determine r from the intercept of the line with the vertical axis.

[4]

Question 19

Figure for question 19
(a)

Calculate the work function of potassium in eV.

[3]

(b)

This question is about a photoelectron emitted perpendicular to plate E and with an initial kinetic energy of 4.8 × 10–20 J.

(b)(i)

Show that the magnitude of deceleration of this photoelectron is 8.8 × 1012 m s–2. (i)

[3]

(b)(ii)

Show that the initial speed of the photoelectron is about 3 × 105 m s–1. (ii)

[2]

(b)(iii)

Calculate the time t taken by the photoelectron to travel from plate E to plate C.

[2]

(b)(iv)

Using the axes shown below, sketch a graph of kinetic energy Ek against distance x from plate E.

Figure for question 19

[2]

(c)

Explain, in terms of photons, what happens to the ammeter reading when light of frequency greater than 6.3 × 1014 Hz is now incident on plate E.

[2]

Question 21

(a)

The diagram below shows two insulated-copper coils A and B connected in circuits.

Figure for question 21

Both coils are individually wrapped around the same iron rod. Coil A is connected to a cell and a switch. Coil B is connected to a filament lamp.

The switch is initially closed and the lamp is off.

The switch is then opened. The lamp flashes on for a brief time, and then remains off.

Explain these observations in terms of magnetic flux.

[3]

(b)

A student is carrying out an experiment using a search coil.

Figure for question 21

A long solenoid is connected to an alternating current supply.

The search coil is placed at one end of the solenoid. The plane of the search coil is tilted such that it makes an angle maths symbol with the central axis of the solenoid. The maximum alternating induced electromotive force (e.m.f.) across the ends of the search coil is E0.

(b)(i)

Name an instrument that can be used to determine E0.

[1]

(b)(ii)

The equation for E0 is:

E0 = K I0ANf sin maths symbol

where I0 = maximum current in the solenoid, A = cross-sectional area of the search coil, N = number of turns of the search coil, f = frequency of the alternating current in the solenoid and K = 4.0 × 10–3 V A–1 m–2 s.

The magnitude of the induced e.m.f. in the search coil can be determined using Faraday’s law of electromagnetic induction:

e.m.f. = rate of change of magnetic flux linkage

In the experiment, angle maths symbol is changed and E0 measured.

Suggest the quantity, or quantities, in the equation E0 = K I0ANf sin maths symbol linked to

1 the ‘rate’ part of the law

2 the ‘change of magnetic flux linkage’ part of the law.

[2]

(b)(iii)

The student plots a straight-line graph of E0 against sin maths symbol.

Determine f, including the absolute uncertainty. Write your value of f to 2 significant figures.

I0 = (8.0 ± 0.2) A

Question 21, shown as an image

f =........ ±........ Hz

[4]

Question 22

(a)
Figure for question 22
(b)
Figure for question 22
(b)(i)

The student decides to plot T against R to obtain a straight-line graph.

Show that the line has gradient = C ln2.

[2]

(b)(ii)

The data points plotted by the student are shown below.

Figure for question 22

1 Draw a best-fit straight line through the data points and use the gradient of this line to determine C.

2 Use your answer in (ii)1 to calculate the permittivity maths symbol of the paper.

=........ F m–1

[5]

Question 23

A gamma camera has several important components including a collimator, scintillator and photomultiplier tubes.

(a)

Suggest why the collimator needs to be long and narrow.

[1]

(b)

State the function of the scintillator.

[1]

(c)

In a single photomultiplier tube, a photon of light produces a 0.32 maths symbolA pulse of current for a duration of 1.2 ns.

Calculate the number of electrons responsible for this pulse of current.

[2]

(d)

State one diagnostic application of a gamma camera.

Question 24 is on the next page

[1]

Question 24

(a)

Describe, in terms of X-ray photons, the attenuation mechanism of Compton scattering.

[2]

(b)
Figure for question 24
(b)(ii)

Use the graph to determine the exposure time t for the total radiant energy incident per cm2 at a depth of 1.0 cm to be 2.6 J.

[3]

(b)(iii)

Beyond x = 1.0 cm, the tissue has a larger attenuation coefficient than the value calculated in (i).

On Fig. 24.2, sketch the variation of I with x beyond x = 1.0 cm.

[2]

The paper as printed

Spotted a mistake on this page?Report a problem