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Dimensions and Derivation of Wavelength - Testbook.com

Last Updated on Jul 31, 2023
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Deciphering the Dimensional Formula of Wavelength

When it comes to understanding the concept of wavelength, it's crucial to delve into its dimensional formula. The dimensional formula of wavelength is expressed as:

[M0L1T0]

Let's break down what each symbol in this formula represents:

  • M stands for Mass
  • L signifies Length
  • T represents Time

The Derivation Process

The wavelength is the distance that exists between identical points in consecutive cycles of a waveform. This definition leads us to the derivation of the dimensional formula.

Considering that the dimensional formula of distance is [M0L1T0], we can conclude that the dimensional representation of wavelength is also [M0L1T0].

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Frequently Asked Questions

The dimensional formula of wavelength is [M^0 L^1 T^0], where M = Mass, L = Length, T = Time.

The wavelength is dimensionally represented as [M^0 L^1 T^0].

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