Question 24
24
Polarisation is associated with certain waves. Which waves cannot be polarised? radio waves from a transmitter sound waves from a moving source ultraviolet rays from the Sun X-rays from an X-ray emitter
Answer
B
Question bank
A-Level CAIE Physics 7 5 Polarisation Question Bank
Practice A-Level CAIE Physics 7 5 Polarisation questions by syllabus topic with past-paper context, marks, difficulty and question previews on Eduninja.
Question 24
24
When plane-polarised light of amplitude a is passed through a polarising filter as shown, the amplitude of the light emerging is \(a \cos \theta\). The intensity of the initial beam is I. What is the intensity of the emerging light when \(\theta\) is \(60.0^{\circ}\) ? 0.250 I 0.500 I 0.750 I 0.866 I
Answer
A
Question 24
24
A wave that can be polarised must be longitudinal. progressive. stationary. transverse.
Answer
D
Question 24
24
Which statement describes a situation when polarisation could not occur? Light waves are reflected. Light waves are scattered. Microwaves pass through a metal grid. Sound waves pass through a metal grid.
Answer
D
Question 24
24
A beam of vertically polarised light is incident normally on a polarising filter. The filter can be rotated so that it is always in a plane perpendicular to the beam. The transmission axis of the filter is initially vertical. The filter is first rotated clockwise by an angle of \(30^{\circ}\) so that the transmitted light waves have intensity \(I_{30}\). The filter is then rotated clockwise by a further angle of \(30^{\circ}\). What is the new intensity of the transmitted light waves? \(0.25 I_{30}\) \(0.33 I_{30}\) \(0.75 I_{30}\) \(0.87 I_{30}\)
Answer
B
Question 24
24
A vertically polarised beam of light is incident normally on a polarising filter. The transmission axis of the filter is at an angle of \(40^{\circ}\) to the horizontal. What is the ratio \(\frac{\text { amplitude of transmitted beam }}{\text { amplitude of incident beam }}\) ? 0.41 0.59 0.64 0.77
Answer
C
Question 24
24
A vertically polarised beam of light of intensity \(I_{0}\) is incident normally on a polarising filter. The transmission axis of the filter is at \(45^{\circ}\) to the vertical. The beam of light transmitted by this filter is then incident normally on a second filter. The transmission axis of the second filter is horizontal. What is the intensity of the beam of light after transmission through the second filter? 0 \(\frac{1}{4} I_{0}\) \(\frac{1}{2} I_{0}\) \(I_{0}\)
Answer
B
Question 24
24
Vertically polarised microwaves are emitted from a source. The microwaves are detected by a receiver that is connected to a cathode-ray oscilloscope (CRO). The waveform displayed on the screen of the CRO has an amplitude of 2.6 cm . A metal wire grid that acts as a polarising filter is now placed between the source and the receiver. The filter is orientated so that the plane of polarisation of the transmitted wave is at an angle of \(20^{\circ}\) to the vertical. The distance between the source and receiver is unchanged. The settings on the CRO are also unchanged. What is now the amplitude of the waveform displayed on the screen of the CRO? \(0.30 \mathrm{~cm}\) \(0.89 \mathrm{~cm}\) 2.3 cm 2.4 cm
Answer
D
Question 24
24
A plane polarised wave has amplitude A. The wave is incident normally on a polarising filter. The transmission axis of the filter is at angle \(\theta\) to the plane of polarisation of the incident wave. What is the amplitude of the wave that emerges from the filter? \(A \cos \theta\) \(A \cos ^{2} \theta\) \(A^{2} \cos \theta\) \(A^{2} \cos ^{2} \theta\)
Answer
A
Question 24
24
A vertically polarised electromagnetic wave of intensity \(I_{0}\) is incident normally on a polarising filter. The transmission axis of the filter is at an angle of \(30^{\circ}\) to the vertical. The transmitted wave from the first filter is then incident normally on a second polarising filter. The transmission axis of this filter is at an angle of \(90^{\circ}\) to the vertical. What is the intensity of the wave after passing through the second filter? 0 \(0.063 I_{0}\) \(0.19 I_{0}\) \(0.56 I_{0}\)
Answer
C