To understand what happens when a wave moves from one medium to another, we need to look at the principles of wave refraction, particularly as light moves from a less dense to a denser medium. Key properties like speed, wavelength, and frequency can change due to this transition.
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Wave Speed: When a wave moves into a denser medium, its speed decreases. The relationship for speed \(v\) in a medium is given by:
v = \frac{c}{n}
where c is the speed of light in a vacuum, and n is the refractive index. A higher refractive index means a denser medium, resulting in a decreased wave speed.
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Frequency: The frequency of a wave remains constant regardless of the medium it travels through. This is because frequency depends on the source of the wave, not on the medium.
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Wavelength: Since speed decreases and frequency remains constant, the wavelength must decrease. This follows the relationship:
\lambda = \frac{v}{f}
where \lambda is the wavelength, v is the speed, and f is the frequency. A decrease in speed with constant frequency results in a decrease in wavelength.
Based on these principles, the correct statement is:
Wavelength and speed decrease, but frequency remains constant.
Let's briefly review the options:
Wavelength, speed, and frequency decreases: This is incorrect because the frequency remains constant.
Wavelength increases, speed decreases, and frequency remains constant: This is incorrect as the wavelength decreases, not increases.
Wavelength and speed decreases but frequency remains constant: This is correct as frequency remains constant while both speed and wavelength decrease.
Wavelength, speed, and frequency increases: This is incorrect as both speed and wavelength decrease and frequency does not change.
Thus, the correct answer is that wavelength and speed decrease, but frequency remains constant when a wave gets refracted into a denser medium.