What is the relationship between frequency and wavelength?

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The discussion revolves around solving a prelab question regarding the relationship between frequency and wavelength in a longitudinal wave. The problem states that a wave with a frequency of 6 Hz travels 2.5 meters in 1.0 second, leading to a calculated velocity of 2.5 m/s. Using the formula λν = v, the wavelength can be determined by dividing the velocity by the frequency, resulting in approximately 0.4167 meters. The conversation emphasizes understanding the relationship between frequency and wavelength to solve similar problems effectively. Overall, grasping this relationship is crucial for accurately determining wave properties.
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heya,

i'm trying to solve this problem for a prelab question of mine, i think the problem that I've been noticing is that i can't find the right formula which involves all the variables listed... anyway here's the question.

A longitudinal wave with a frequency of 6 Hz takes 1.0 s to travel the length of a 2.5-m Slinky (see Figure). Determine the wavelength of the wave in meters.
m

thanks for your help
 
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I think just use dimensional analysis.

The wave travels 2.5 m in 1.0 s so its velocity is 2.5 m/s. Divide this by 6 Hz (s^-1) and get 0.4167 m.

Formula might be \lambda \nu = v .
 
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Do you know the relationship between frequency and wavelength?

hint: -----> http://hubblesite.org/reference_desk/faq/answer.php.id=72&cat=light

it may not be clear but their equation actually reads: \lambda\nu = v the \nu is the greek letter nu.

Once you know the relationship, you have all the elements to find the wavelength..

edit: looks like QM already posted a solution. I was trying to help you figure it out yourself.
 
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