Ripples are made on the surface of the water. The ripples can be used to model waves.
i) State the type of wave modelled by the ripples.
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ii) Describe how the water molecules move as the wave travels across the pond.
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iii) 10 ripples hit the side of the pond in 20 seconds. Calculate the frequency of the ripples.
Frequency = .....................................................Hz [2]
Student A and student B drop stones into a pond.
i) Student A measures the frequency and wavelength of the water ripples. Table 17.1
shows his results:
Frequency (Hz) of ripples | 0.6 |
Wavelength (m) of ripples | 0.1 |
Table 17.1
Calculate the wave speed of the ripples.
Use the equation: wave speed = frequency × wavelength
Wave speed = ...................................................m/s [2]
ii) Student B measures the same ripples as student A. She measures:
The distance one ripple travels.
The time it takes the ripple to travel this distance.
Table 17.2 shows student B’s results:
Distance ripple travels (m) | 2.40 |
Time taken (s) | 30.0 |
Table 17.2
Name the equipment student B uses to measure the distance and time.
Distance ................................................................
Time .........................................................................
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iii) Use results in Table 17.2 to calculate the wave speed of the ripples.
Wave speed = ...................................................m/ s [3]
iv) Student A and student B obtained different answers for the wave speed of the ripples.
Suggest why.
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