Two waves travelling in a medium in the $$x-direction$$ are represented by $$y1=Asin$$⁡$$($$αt−β$$x)$$ and $$y2=Acos($$β$$x+$$αt−π$$/4)$$,where $$y1$$ and $$y2$$ are the displacements of the particles of the medium, t is time, and α and β are constants. The two waves have different

Correct option is 2Directions of propagation

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Two waves travelling in a medium in the x-direction are represented by $y_{1} = Asin (αt - βx)$ and $y_{2} = Acos (β x + αt - π / 4)$ ,where y₁ and y₂ are the displacements of the particles of the medium, t is time, and $α and β$ are constants. The two waves have different

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Correct option is B

The first wave is propagating along positive X-axis, the second is along negative X – axis. But both the waves have same speed, frequency and wavelength

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Two waves travelling in a medium in the x-direction are represented by y1=Asin⁡(αt−βx) and y2=Acos(βx+αt−π/4),where y1 and y2 are the displacements of the particles of the medium, t is time, and α and β are constants. The two waves have different

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Ready to Test Your Skills?

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Two waves travelling in a medium in the x-direction are represented by $y_{1} = Asin (αt - βx)$ and $y_{2} = Acos (β x + αt - π / 4)$ ,where y₁ and y₂ are the displacements of the particles of the medium, t is time, and $α and β$ are constants. The two waves have different