Question
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The wavelength of the wave decreases
The wavelength of the wave decreases
The wavelength of the wave increases
The wavelength of the wave increases
The frequency of the wave decreases
The frequency of the wave decreases
The frequency of the wave increases
The frequency of the wave increases
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Responses
The wavelength of the wave decreases
The wavelength of the wave decreases
The wavelength of the wave increases
The wavelength of the wave increases
The frequency of the wave decreases
The frequency of the wave decreases
The frequency of the wave increases
The frequency of the wave increases
Skip to navigation
Answers
GPT-4o mini
It looks like your message might be partially complete or formatted in a way that doesn't convey a specific question. If you're looking to understand the relationship between wavelength and frequency, here's a quick summary:
- The speed of a wave (v) is equal to its frequency (f) multiplied by its wavelength (λ):
\( v = f \cdot λ \)
From this relationship, we can draw a few conclusions:
1. If the speed of a wave is constant (e.g., in a vacuum or a given medium), then:
- If the **frequency increases**, the **wavelength must decrease**.
- If the **frequency decreases**, the **wavelength must increase**.
2. This means that there is an inverse relationship between frequency and wavelength.
If you have a specific context or a question in mind, please provide more details!
- The speed of a wave (v) is equal to its frequency (f) multiplied by its wavelength (λ):
\( v = f \cdot λ \)
From this relationship, we can draw a few conclusions:
1. If the speed of a wave is constant (e.g., in a vacuum or a given medium), then:
- If the **frequency increases**, the **wavelength must decrease**.
- If the **frequency decreases**, the **wavelength must increase**.
2. This means that there is an inverse relationship between frequency and wavelength.
If you have a specific context or a question in mind, please provide more details!