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Two particles are executing simple harmonic motion at an instant of time 't' their displacements are $y_{1} =acos(wt)$ and $y_{2} =asin(wt)$ . Then the phase difference between $y_{1}$ and $y_{2}$ is

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Correct option is B

displacement of 1st particle=y1=acos(wt)=asinwt+π/2 displacement of 2nd particle=y2=asin(wt) phase difference between above two equations =Δφ=wt+π/2-wt=π/2=900 Δφ=90∘

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Two particles are executing simple harmonic motion at an instant of time 't' their displacements are y1=acos(wt) and y2=asin(wt) . Then the phase difference between y1 and y2 is

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Two particles are executing simple harmonic motion at an instant of time 't' their displacements are $y_{1} =acos(wt)$ and $y_{2} =asin(wt)$ . Then the phase difference between $y_{1}$ and $y_{2}$ is