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Interference

8.3

What the syllabus asks of you

  • understand the terms interference and coherence
  • show an understanding of experiments that demonstrate two-source interference using water waves in a ripple tank, sound, light and microwaves
  • understand the conditions required if two-source interference fringes are to be observed
  • recall and use λ = ax / D for double-slit interference using light

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Chapter 8: Interference

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80 questions

1May / June 2026 · Paper 11 · Q29
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AThe waves must be electromagnetic waves.
BThe waves must be emitted with a constant phase difference.
CThe waves must be emitted with the same amplitude.
DThe waves must be emitted with the same intensity.

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2May / June 2026 · Paper 11 · Q30
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Aslit separation doubled, distance between slits and screen unchanged
Bslit separation unchanged, distance between slits and screen doubled
Cslit separation halved, distance between slits and screen doubled
Dslit separation doubled, distance between slits and screen halved

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3May / June 2026 · Paper 12 · Q29
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A0 m
B0.20 m
C0.40 m
D0.80 m

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4May / June 2026 · Paper 13 · Q27
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AA dark fringe is formed where none of the light reaches the screen because it was blocked at the double slit.
BA dark fringe is formed where the waves of light from the two slits do not overlap and so cannot superpose.
CA dark fringe is formed where a trough from one wave of light meets a trough from the other wave of light.
DA dark fringe is formed where the two waves of light meet and have a phase difference of 180°.

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5May / June 2026 · Paper 14 · Q29
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A0.080 mm
B0.35 mm
C0.72 mm
D0.80 mm

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6Oct / Nov 2025 · Paper 11 · Q28
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A8.5 × 10⁻³ m
B2.4 × 10⁻⁴ m
C1.9 × 10⁻⁴ m
D4.8 × 10⁻⁵ m

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7Oct / Nov 2025 · Paper 12 · Q31
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Adiffraction of the sound waves
BDoppler shift of the sound waves
Cinterference of the sound waves
Dreflection of the sound waves

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8Oct / Nov 2025 · Paper 13 · Q28
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A8.5 × 10⁻³ m
B2.4 × 10⁻⁴ m
C1.9 × 10⁻⁴ m
D4.8 × 10⁻⁵ m

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9Oct / Nov 2025 · Paper 14 · Q31
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AThe two waves are emitted with the same frequency.
BThe two waves are emitted with constant phase difference.
CThe two waves are emitted with the same intensity.
DThe two waves are emitted with zero phase difference.

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10May / June 2025 · Paper 12 · Q31
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A1.2 mm
B2.7 mm
C4.5 mm
D5.4 mm

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11May / June 2025 · Paper 13 · Q28
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A10 cm
B16 cm
C20 cm
D40 cm

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12May / June 2025 · Paper 13 · Q31
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Aincreasing the distance between the sources and the screen
Bincreasing the distance between the two sources
Cincreasing the frequency of the light
Dincreasing the intensity of the light

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13May / June 2025 · Paper 14 · Q27
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ADecrease the distance from the double slit to the screen.
BDecrease the separation of the slits.
CReplace the red light with blue light.
DReplace the red light with green light.

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14Feb / March 2025 · Paper 12 · Q27
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AThe waves must be polarised.
BThe waves must not be polarised.
CThe waves must be coherent.
DThe waves must have equal amplitudes.

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15Oct / Nov 2024 · Paper 11 · Q27
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A1, 2 and 3
B1 and 2 only
C1 and 3 only
D2 and 3 only

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16Oct / Nov 2024 · Paper 11 · Q28
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A0.44I
B1.5I
C2.3I
D3.0I

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17Oct / Nov 2024 · Paper 13 · Q29
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A4.0 mm
B10 mm
C25 mm
D50 mm

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18May / June 2024 · Paper 11 · Q30
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AThere is a constant difference in the path lengths YZ and XZ.
BThere is a constant difference in phase between the two waves at Z.
CThere is a constant non-zero difference in frequency of the two waves at Z.
DThere is a constant non-zero difference in amplitude of the two waves at Z.

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19May / June 2024 · Paper 12 · Q28
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A0.33 m
B0.67 m
C0.75 m
D1.50 m

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20Feb / March 2024 · Paper 12 · Q30
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AThe waves are emitted in phase.
BThe waves are emitted and move in opposite directions.
CThe waves are emitted with a constant phase difference.
DThe waves are emitted with the same amplitude.

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21Feb / March 2024 · Paper 12 · Q31
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Athe distance p from the laser to the double slit
Bthe distance q from the double slit to the screen
Cthe separation r of the slits
Dthe wavelength of the light from the laser

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22Oct / Nov 2023 · Paper 11 · Q28
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ALight from the two sources is emitted 180° out of phase and the path difference to P is ½λ.
BLight from the two sources is emitted in phase and the path difference to P is λ.
CLight from the two sources is emitted 90° out of phase and the path difference to P is λ.
DLight from the two sources is emitted in phase and the path difference to P is ½λ.

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23Oct / Nov 2023 · Paper 12 · Q28
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AGraph A: x against a, decreasing curve from high x at small a, asymptotic to a-axis
BGraph B: x against a, straight line decreasing from positive x-intercept to zero at positive a
CGraph C: x against a, straight line through origin with positive gradient
DGraph D: x against a, increasing curve through origin, concave up

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24Oct / Nov 2023 · Paper 13 · Q28
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AGraph A
BGraph B
CGraph C
DGraph D

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25May / June 2023 · Paper 11 · Q28
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A1.4 m
B2.8 m
C7.0 m
D14 m

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26May / June 2023 · Paper 12 · Q28
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A\frac{I}{\sqrt{2}}
B\frac{I}{2}
C\frac{I}{2\sqrt{2}}
D\frac{I}{4}

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27May / June 2023 · Paper 13 · Q28
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AThey have a constant phase difference at the point.
BThey have the same amplitude at the point.
CThey have the same frequency.
DThey travel at the same speed.

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28Feb / March 2023 · Paper 12 · Q28
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AThey are in phase.
BThey are transverse waves.
CThey have a constant phase difference.
DThey have the same amplitude.

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29Oct / Nov 2022 · Paper 11 · Q29
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AThe bright fringes and the dark fringes all become brighter.
BThe bright fringes and the dark fringes all become darker.
CThe bright fringes become brighter and the dark fringes become darker.
DThe bright fringes become darker and the dark fringes become brighter.

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30Oct / Nov 2022 · Paper 12 · Q29
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A2.0 × 10⁻⁷ m
B4.0 × 10⁻⁷ m
C6.0 × 10⁻⁷ m
D8.0 × 10⁻⁷ m

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31Oct / Nov 2022 · Paper 13 · Q28
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AGraph A
BGraph B
CGraph C
DGraph D

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32May / June 2022 · Paper 11 · Q29
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AIncrease the brightness of the light source.
BIncrease the distance between the slits and the screen.
CIncrease the distance between the two slits.
DIncrease the frequency of the light used.

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33May / June 2022 · Paper 12 · Q29
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AA
BB
CC
DD

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34May / June 2022 · Paper 13 · Q30
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Ax/2
Bx
C2x
D4x

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35Feb / March 2022 · Paper 12 · Q24
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AThe two waves must be emitted from their sources with the same intensity.
BThe two waves must be in phase with each other at the point.
CThe two waves must be travelling in opposite directions.
DThe two waves must have the same amplitude at the point.

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36Feb / March 2022 · Paper 12 · Q27
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Adistance OY / m 1.25, distance XY / m 3.50
Bdistance OY / m 2.00, distance XY / m 2.75
Cdistance OY / m 2.75, distance XY / m 2.00
Ddistance OY / m 3.25, distance XY / m 1.50

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37Oct / Nov 2021 · Paper 11 · Q28
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AS₂P – S₁P = nλ/2
BS₂P – S₁P = nλ
CS₂P – S₁P = (n – ½)λ
DS₂P – S₁P = (n + ½)λ

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38Oct / Nov 2021 · Paper 12 · Q29
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AThey must be coherent and of the same amplitude.
BThey must be coherent but not necessarily of the same amplitude.
CThey must be of the same amplitude but not necessarily coherent.
DThey must not be coherent or of the same amplitude.

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39Oct / Nov 2021 · Paper 13 · Q29
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A0.25 m
B0.40 m
C2.5 m
D4.0 m

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40May / June 2021 · Paper 11 · Q28
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Adecrease the distance p
Bdecrease the distance q
Cdecrease the distance r
Ddecrease the wavelength of the light

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41May / June 2021 · Paper 12 · Q28
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AThe waves are in phase.
BThe waves have a constant phase difference.
CThe waves have the same amplitude.
DThe waves interfere constructively wherever they overlap.

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42May / June 2021 · Paper 13 · Q29
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A2.3 mm
B3.5 mm
C5.4 mm
D9.0 mm

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43Feb / March 2021 · Paper 12 · Q28
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Aλ/4
Bλ/2
Cλ
D3λ/2

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44Oct / Nov 2020 · Paper 11 · Q28
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AThe waves must be emitted in phase.
BThe waves must be emitted with a similar amplitude.
CThe waves must have the same frequency.
DThe waves must have the same wavelength.

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45Oct / Nov 2020 · Paper 12 · Q29
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A50 cm, 0.5 mm
B50 cm, 5 mm
C5 m, 0.5 mm
D5 m, 5 mm

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46Oct / Nov 2020 · Paper 13 · Q29
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AChange the source for one emitting blue light.
BReduce the distance between the light source and the slits.
CReduce the distance between the slits to 0.55 mm.
DReduce the intensity of the light source.

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47May / June 2020 · Paper 11 · Q29
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A440 nm
B540 nm
C650 nm
D900 nm

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48May / June 2020 · Paper 12 · Q29
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A6.0 × 10³ λ
B3.0 × 10³ λ
C6.7 × 10⁻⁴ λ
D3.3 × 10⁻⁴ λ

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49May / June 2020 · Paper 13 · Q29
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Aincrease the width of each slit
Bmove the screen nearer to the double slit
Cuse slits that are further apart
Duse red light instead of green light

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50Feb / March 2020 · Paper 12 · Q28
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Alaser wavelength 200 nm, slit separation 0.10 mm, slit-screen distance 5.0 m
Blaser wavelength 200 nm, slit separation 100 mm, slit-screen distance 1.0 m
Claser wavelength 600 nm, slit separation 0.10 mm, slit-screen distance 5.0 m
Dlaser wavelength 600 nm, slit separation 100 mm, slit-screen distance 1.0 m

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51Oct / Nov 2019 · Paper 12 · Q27
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AA
BB
CC
DD

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52Oct / Nov 2019 · Paper 13 · Q29
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A
B
C
D

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53May / June 2019 · Paper 11 · Q29
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A1 mm
B4 mm
C8 mm
D16 mm

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54May / June 2019 · Paper 12 · Q30
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AThe frequency of the light from the two lamps can never be the same.
BThe light from the two lamps can never be coherent.
CThe temperature of the filaments of the two lamps used can never be the same.
DThe wavelength of the light from the two lamps must always be different.

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55May / June 2019 · Paper 12 · Q31
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ADecrease the distance between the two slits.
BDecrease the width of each slit.
CMove the screen closer to the double slit.
DUse light of a higher frequency.

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56May / June 2019 · Paper 13 · Q28
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ALight from the two sources is emitted 180° out of phase and the path difference to P is ½λ.
BLight from the two sources is emitted in phase and the path difference to P is λ.
CLight from the two sources is emitted 90° out of phase and the path difference to P is λ.
DLight from the two sources is emitted in phase and the path difference to P is ½λ.

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57May / June 2019 · Paper 13 · Q29
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A1.5 mm
B4.5 mm
C6.0 mm
D9.0 mm

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58Feb / March 2019 · Paper 12 · Q28
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AGraph A: intensity against distance from P to Q, showing a varying amplitude with a minimum (zero) at P and increasing amplitude towards Q
BGraph B: intensity against distance from P to Q, showing a minimum (zero) at P and roughly constant amplitude oscillations
CGraph C: intensity against distance from P to Q, showing a maximum at P and roughly constant amplitude oscillations
DGraph D: intensity against distance from P to Q, showing a maximum at P and roughly constant amplitude oscillations

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59Oct / Nov 2018 · Paper 11 · Q28
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AThe lamps are not point sources.
BThe lamps emit light of different amplitudes.
CThe light from the lamps is not coherent.
DThe light from the lamps is white.

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60Oct / Nov 2018 · Paper 12 · Q29
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Anλ
B½ nλ
C(n + ½)λ
D(2n + ½)λ

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61Oct / Nov 2018 · Paper 13 · Q28
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Adiffraction of the sound waves
BDoppler shift of the sound waves
Cinterference of the sound waves
Dreflection of the sound waves

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62May / June 2018 · Paper 11 · Q25
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Adecreasing the distance p
Bdecreasing the distance q
Cdecreasing the distance r
Ddecreasing the wavelength of the light

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63May / June 2018 · Paper 11 · Q26
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A0
B\frac{x_0}{2}
Cx_0
D2x_0

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64May / June 2018 · Paper 12 · Q29
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Ato make a narrow beam of light
Bto make the same amplitude of light incident on each slit
Cto provide coherent light
Dto provide monochromatic light

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65May / June 2018 · Paper 13 · Q26
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A2.3 mm
B3.5 mm
C5.4 mm
D9.0 mm

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66Feb / March 2018 · Paper 12 · Q26
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A1.8 mm
B2.5 mm
C3.0 mm
D3.6 mm

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67Feb / March 2018 · Paper 12 · Q27
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A2.0 × 10⁻⁷ m
B4.0 × 10⁻⁷ m
C6.0 × 10⁻⁷ m
D8.0 × 10⁻⁷ m

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68Oct / Nov 2017 · Paper 11 · Q28
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Aboth RS and XY
BRS only
CXY only
Dneither RS nor XY

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69Oct / Nov 2017 · Paper 12 · Q30
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A1/4
B1/2
C2
D4

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70Oct / Nov 2017 · Paper 13 · Q30
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A
B
C
D

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71May / June 2017 · Paper 11 · Q29
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A1.2 \times 10^{-4}\ \text{m}
B1.6 \times 10^{-4}\ \text{m}
C3.1 \times 10^{-5}\ \text{m}
D3.3 \times 10^{-9}\ \text{m}

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72May / June 2017 · Paper 12 · Q29
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A\frac{\lambda}{8}
B\frac{\lambda}{4}
C\frac{\lambda}{2}
D\lambda

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73May / June 2017 · Paper 13 · Q28
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AS₂P – S₁P = nλ/2
BS₂P – S₁P = nλ
CS₂P – S₁P = (n – ½)λ
DS₂P – S₁P = (n + ½)λ

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74Feb / March 2017 · Paper 12 · Q29
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A0.22 mm
B0.44 mm
C2.2 mm
D4.4 mm

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75Oct / Nov 2016 · Paper 12 · Q27
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AThe bright fringes and the dark fringes all become brighter.
BThe bright fringes and the dark fringes all become darker.
CThe bright fringes become brighter and the dark fringes become darker.
DThe bright fringes become darker and the dark fringes become brighter.

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76Oct / Nov 2016 · Paper 12 · Q28
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A1.3 mm
B1.5 mm
C3.0 mm
D6.0 mm

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77May / June 2016 · Paper 11 · Q27
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A0.33 m
B0.67 m
C0.75 m
D1.50 m

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78May / June 2016 · Paper 12 · Q27
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AThe amplitudes of the two waves at R must be the same.
BThe distance PQ must be smaller than the wavelength λ.
CThe two waves from the slits must have travelled the same distance to R.
DThe two waves must be in phase at R.

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79May / June 2016 · Paper 12 · Q28
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Aseparation of fringes: decreases; maximum intensity of dark fringes: no change
Bseparation of fringes: increases; maximum intensity of dark fringes: greater
Cseparation of fringes: no change; maximum intensity of dark fringes: greater
Dseparation of fringes: no change; maximum intensity of dark fringes: no change

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80May / June 2016 · Paper 13 · Q28
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Acoherence
Bdiffraction
Cinterference
Dreflection

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