Verifying V=f? in Physics Lab: Calculating Frequency

In summary, the student is struggling to write up their physics lab reports and is unsure of which formula to use to calculate frequency. They used a generator to create a standing wave and recorded 12 bright stripes at a distance of 24.2cm with a frequency of 10Hz. They are advised to review the concept of nodes and anti-nodes in standing waves and understand the relationship between wave speed and frequency.
  • #1
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Homework Statement


I have had to do 6 labs for physics class, and i am now trying to write them up, but am a little confused. The first lab i did was to verify the equation v=f?. I yoused a generator to make a straight wave, and then put in a barrier to make a standing wave. I have to calculate the frequency, but don't know what formula i should be using.
the information my group took down was that there for 12 bright stripes, the distance was 24.2cm. and the frequency was 10Hz
but i just don't know what equation to use from there
 
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  • #2
Go to the text and first understand nodes and anti-nodes in the standing waves. What is the distance between two consecutive nodes and anti-nodes? what is the relation between wave speed and frequency?
 
  • #3


As a scientist, it is important to ensure that all data and calculations are accurate and valid. In this case, it seems that you are trying to verify the equation v=f? through a lab experiment. To do this, you will need to use the correct formula and ensure that your measurements are precise.

Based on the information provided, it seems that you were able to observe 12 bright stripes within a distance of 24.2cm and have a frequency of 10Hz. To calculate the frequency, you can use the equation v=f?, where v is the velocity of the wave and ? is the wavelength. In this case, you already have the frequency (10Hz) and the distance (24.2cm), so you can rearrange the equation to solve for ?.

? = v/f = 24.2cm/(10Hz) = 2.42cm

This means that the wavelength of your wave is 2.42cm. From here, you can use this value to verify the equation v=f? by plugging it back into the original equation and checking if it matches the velocity of your wave.

It is also important to note that in order to ensure accuracy, you should repeat the experiment multiple times and take multiple measurements to calculate an average value for the wavelength. This will help to reduce any errors or uncertainties in your data.

In conclusion, to verify the equation v=f?, you can use the formula v=f? and ensure that your measurements are precise and accurate. Remember to repeat the experiment and take multiple measurements to calculate an average value for the wavelength.
 

FAQ: Verifying V=f? in Physics Lab: Calculating Frequency

How do you calculate the frequency of a wave in a physics lab?

In order to calculate the frequency of a wave in a physics lab, you will need to know the wavelength and the speed of the wave. The frequency can then be determined using the formula f = v/λ, where v is the speed and λ is the wavelength.

What equipment is needed to verify V=f in a physics lab?

In order to verify V=f in a physics lab, you will need a wave generator, a measuring ruler or meter stick, and a stopwatch. You may also need other equipment depending on the specific experiment, such as a wave receiver or oscilloscope.

How does verifying V=f relate to the properties of waves?

Verifying V=f is important in understanding the properties of waves, specifically the relationship between frequency and wavelength. The equation V=fλ shows that as the frequency increases, the wavelength decreases, and vice versa. This relationship is known as the inverse proportionality of frequency and wavelength.

What are some sources of error when verifying V=f in a physics lab?

Some sources of error when verifying V=f in a physics lab may include inaccurate measurements of wavelength or speed, variations in the wave generator or receiver, and environmental factors such as temperature or interference.

How can the results of verifying V=f be applied in real-world situations?

The results of verifying V=f in a physics lab can be applied in various real-world situations, such as in telecommunications, where understanding the relationship between frequency and wavelength is essential in designing and optimizing wireless technologies. It can also be applied in fields such as astronomy, seismology, and acoustics to study and analyze waves and their properties.

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