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The frequency of the waves would be 6 Hz. This is calculated by dividing the number of crests (30) by the time it took for them to pass (5 seconds).

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As you sit on a dock you notice a wave crest pass You count another 10 wave crests in the next 15 seconds What is the frequency of these waves?

The frequency of the waves is 0.67 Hz. This is calculated by dividing the number of wave crests (10) by the time taken (15 seconds).


As you sit on a dock you notice a wave crest pass You count another 16 wave crests in the next eight seconds?

The frequency of the waves passing you is 2 Hz (2 cycles in 1 second) since you counted 16 wave crests in 8 seconds.


As you sit on a dock you notice a wave crest pass You count another four wave crests in the next 12 seconds What is the frequency of these waves?

16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.


A fisherman notices that there are 15 waves passing under the dock each minute. what is the frequency of the water waves in hertz?

0.25


Water waves bending around a dock is an example of?

Water waves bending around a dock is an example of diffraction, which is the bending of waves around obstacles or through openings. This phenomenon occurs because the waves spread out as they pass by the edge of the dock, leading to a change in their direction of propagation.

Related Questions

As you sit on a dock you notice a wave crest pass You count another 10 wave crests in the next 15 seconds What is the frequency of these waves?

The frequency of the waves is 0.67 Hz. This is calculated by dividing the number of wave crests (10) by the time taken (15 seconds).


What is the frequency of these waves As you sit on a dock you notice a wave crest pass. You count another four wave crests in the next 12 seconds?

20 waves per minute. (or 1 every 3 seconds)


As you sit on a dock you notice a wave crest pass You count another 16 wave crests in the next eight seconds?

The frequency of the waves passing you is 2 Hz (2 cycles in 1 second) since you counted 16 wave crests in 8 seconds.


As you sit on a dock you notice a wave crest pass You count another four wave crests in the next 12 seconds What is the frequency of these waves?

16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.16 wave crests in 8 seconds is the same as 2 per second. 2 is the frequency - 2 Hertz, to be precise.


A fisherman notices that there are 15 waves passing under the dock each minute. what is the frequency of the water waves in hertz?

0.25


Water waves bending around a dock is an example of?

Water waves bending around a dock is an example of diffraction, which is the bending of waves around obstacles or through openings. This phenomenon occurs because the waves spread out as they pass by the edge of the dock, leading to a change in their direction of propagation.


What is the duration of Dixon of Dock Green?

The duration of Dixon of Dock Green is 1800.0 seconds.


What are the features of the camera dock series 3?

You can print pictures within seconds when you hook up your camera to the Dock Series 3. This camera platform can charge your camera while printing your pictures.


A wave on a lake passes by two docks that are forty meters apart If there is a crest at each dock and three crests between the two docks then what is the wavelength?

The distance between two consecutive crests is one wavelength. Since there are three crests between the two docks, this means there are four wavelengths in total between the two docks. Given that the two docks are forty meters apart, the wavelength of the wave passing between them is 40 meters divided by 4, which equals 10 meters.


If a wave moves a flopping dock up and down several times but then the dock stops moving what happend to the wave?

The wave likely dissipated or passed through the dock, causing it to lose energy and stop moving. Waves can transfer their energy to objects they encounter, eventually diminishing in strength.


Where is the jungle isle adoption center?

One you get off the dock, you have do go straight down for a few seconds past the Horse Whisperer.


A light house is 10 miles northeast of a dock A ship leaves the dock at noon and sails east at a speed of 12 mileshour at what time will it be 8 miles from the light house?

12:16 and 39 seconds. It is too hard to explain the answer without diagrams.