Question

What is the minimum distance between two point in a wave having phase difference 2p

Answer 1

Phase difference Δϕ between two points on a wave is given by

Δϕ=Δxλ×2π

where λ is the wavelength

x: distance between the two points

Now if you substitute Δϕ=2π you will end up with Δx=λ.

I hope it's helpful for u

Answer 2

HEYA HERE IS UR ANSWER ❤❤❤✌

It will have to be one wavelength.

Phase difference [math]\Delta \phi[/math] between two points on a wave is given by

[math]\displaystyle \Delta \phi=\frac{\Delta x}{\lambda}\times 2\pi[/math]

where [math]\lambda[/math] is the wavelength

[math]x:[/math] distance between the two points

Now if you substitute [math]\Delta \phi=2\pi[/math] you will end up with [math]\Delta x=\lambda[/math].

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