Lesson 3.3.2.2
3.3.2.2 Diffraction Quiz: AQA Physics, Unit 3
20 questions
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Lesson 3.3.2.2, Diffraction: 20 multiple choice questions for the AQA Physics (7408), Unit 3: Waves, written with Revision Ninja.
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The 20 questions
-
What is diffraction?
- The absorption of waves by a medium
- The reflection of waves from a smooth surface
- The spreading of waves as they pass through a gap or around an obstacle
- The bending of waves caused by a change of speed
-
When is diffraction most noticeable?
- When the wave has zero frequency
- When the wave is reflected
- When the gap width is comparable to the wavelength
- When the gap is much wider than the wavelength
-
What is seen in the single-slit diffraction pattern with white light?
- A central maximum with coloured fringes at the sides
- Equal bands of all colours
- Only one black band
- A pattern of dots
-
What happens to the width of the central diffraction maximum when the slit is made narrower?
- It becomes wider
- It is unchanged
- It disappears completely
- It becomes narrower
-
What is the diffraction grating equation for maxima at normal incidence?
- d sin(theta) = n λ
- d sin(theta) = λ/n
- d = n λ sin(theta)
- d cos(theta) = n λ
-
What quantity determines the angular separation of orders for a grating?
- the colour of the grating
- the mass of the grating
- the slit spacing d and the wavelength
- the temperature of the grating
-
Which is a common application of diffraction gratings?
- charging capacitors
- amplifying the intensity of sound
- cooling electronic components
- separating wavelengths in spectroscopy
-
A grating has spacing d = 2.0 μm. What is the angle of the first-order maximum for λ = 500 nm?
- 14.5 degrees
- 7.2 degrees
- 30 degrees
- 45 degrees
-
A grating has spacing d = 2.0 μm. What is the angle of the second-order maximum for λ = 400 nm?
- 23.6 degrees
- 0.4 degrees
- 47.2 degrees
- 11.5 degrees
-
A grating has spacing d = 2.0 μm. What is the highest order visible for λ = 700 nm?
- 4
- 1
- 2
- 3
-
A grating has spacing d = 1.0 μm. What is the first-order angle for λ = 500 nm?
- 30 degrees
- 45 degrees
- 15 degrees
- 60 degrees
-
What happens to the central maximum of a single slit if the slit width is doubled?
- It doubles in intensity only
- It becomes narrower
- It is unchanged
- It becomes wider
-
A grating has spacing d = 2.0 μm. A first-order maximum is seen at 20 degrees. What is the wavelength?
- 684 nm
- 1.00 μm
- 342 nm
- 6.8 nm
-
Why are the maxima produced by a diffraction grating sharper than the single-slit pattern?
- Only one slit transmits light
- The grating absorbs most of the light
- The grating increases the wavelength
- Many slits reinforce at specific angles, producing narrow bright maxima
-
Why is sound diffracted around corners more than light is?
- Sound cannot be diffracted at all
- Its wavelength is much longer and comparable to obstacles
- Sound travels faster than light
- Sound has a higher frequency than light
-
Which wave diffracts more through a 2 cm gap: sound of wavelength 2 m, or light of wavelength 600 nm?
- they diffract equally
- neither diffracts
- the sound
- the light
-
If the line spacing of a grating decreases (d gets smaller), what happens to the angle of a given order?
- It decreases
- It is unchanged
- It increases
- It becomes zero
-
In single-slit diffraction, at what condition does the first minimum occur?
- a sin θ = λ/2
- a sin θ = λ
- a sin θ = 2λ
- a sin θ = 0
-
If the wavelength is doubled for a fixed grating and first order, what happens to sin θ?
- It is unchanged
- It doubles
- It halves
- It quadruples
-
Why does white light passing through a grating form a spectrum?
- Each wavelength diffracts through a different angle
- Each colour has a different slit spacing
- Light speeds up as it crosses the grating
- The grating absorbs all colours except one
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