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Light waves from two coherent sources superimposes at a point. The waves at this point can be expressed as y1=a sin (1015πt) and y2=2a sin (1015πt+ϕ). Here all quantities are in SI units.Find the resultant amplitude (in m), and frequency (in Hz), of the resultant wave, if phase difference ϕ is equal to π/3.

Answer»

Light waves from two coherent sources superimposes at a point. The waves at this point can be expressed as y1=a sin (1015πt) and y2=2a sin (1015πt+ϕ). Here all quantities are in SI units.

Find the resultant amplitude (in m), and frequency (in Hz), of the resultant wave, if phase difference ϕ is equal to π/3.



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