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A student uses a ripple tank to calculate the wavelength of a water wave. The screen below the ripple tank is 80 cm long. They count 5 waves on the screen. What is the wavelength of a wave? Use the equation: wavelength=(length of screen)/(number of waves on screen)

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A student uses a ripple tank to calculate the wavelength of a water wave.
The screen below the ripple tank is 80 cm long.
They count 5 waves on the screen.
What is the wavelength of a wave?
Use the equation:
wavelength=(length of screen)/(number of waves on screen)

A student uses a ripple tank to calculate the wavelength of a water wave. The screen below the ripple tank is 80 cm long. They count 5 waves on the screen. What is the wavelength of a wave? Use the equation: wavelength=(length of screen)/(number of waves on screen)

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FloraExpert · Tutor for 3 years

Answer

Wave length equals to \( 16 \mathrm{~cm} \).

Explain

## Step1:<br />The problem states there are 5 waves on the screen and the screen is 80 cm long. In this case, our "length of screen" is 80 cm and the "number of waves on screen" is 5.<br /><br />## Step2:<br />We can use the formula analysing the problem given. The provided formula is <br /><br />### \( \text { wavelength } = \frac{\text { length of screen }}{\text { number of waves on screen }} \)<br /><br />## Step3:<br />Substitute the given values into the wavelength equation i.e., \( \text{wavelength} = \frac{\text{80 cm}}{5} \)<br /><br />## Step4:<br />Perform the calculation which is \( \frac{\text{80}}{5} \)
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