To be dimensionally consistent,the formula velocity = frequency $\times$ wavelength must be related as follows where velocity [L/T],frequency [1/T],and wavelength [L]. A) velocity = frequency² $\times$ wavelength B) velocity = frequency $\times$ wavelength C) velocity = frequency/wavelength D) velocity = frequency/wavelength²

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The dimensions of velocity are [L/T], frequency are [1/T], and wavelength are [L]. To make the formula dimensionally consistent, the dimensions of the right-hand side must be the same as the dimensions of the left-hand side. The only choice that satisfies this condition is B: velocity = frequency * wavelength.

To Be Dimensionally Consistent,the Formula Velocity = Frequency ×\times× Wavelength Must Be Related as Follows Where Velocity [L/T],frequency [1/T],and

To Be Dimensionally Consistent,the Formula Velocity = Frequency $\times$ Wavelength Must Be Related as Follows Where Velocity [L/T],frequency [1/T],and