One light beam has wavelength [tex]\lambda_1[/tex] and frequency [tex]f_1[/tex]. Another light beam has wavelength [tex]\lambda_2[/tex] and frequency [tex]f_2[/tex].

Write a proportion that shows how the ratio of the wavelengths of these two light beams is related to the ratio of their frequencies.

One light beam has** wavelength**, λ1, and frequency , f1. Another light beam has wavelength, λ2, and frequency , f2. Write a proportion that shows how the ratio of the** wavelengths** of these two light beams is related to the ratio of their frequencies as λ1/ λ2 = f1/ f2.
What is frequency?
The number of** vibrations** counted per second is called** frequency**. A wave is a group of vibrations that are referred to as energy . The bottom node is known as the crest, and the top node is known as the trough.
A proportion that shows how the ratio of the** wavelengths** of these two light beams is related to the ratio of their frequencies as λ1/ λ2 = f1/ f2.
To learn more about **frequency **refer to the link:
brainly.com/question/5102661
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Answered by eramkhanvt | 2024-06-16

λ 2 λ 1 ​ = f 1 f 2 ​

Answered by Anonymous | 2024-06-24

The ratio of the wavelengths of two light beams is proportional to the inverse of the ratio of their frequencies, expressed as λ 2 ​ λ 1 ​ ​ = f 1 ​ f 2 ​ ​ . This indicates that as one wavelength increases, the frequency decreases. It showcases the inverse relationship between wavelength and frequency.
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Answered by Anonymous | 2024-09-27