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The equation of two light waves are y1=6cosωt and y2=8cos(ωt+ϕ). The ratio of maximum to minimum intensities produced by the superposition of these waves will be-

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Important Questions on Interference and Diffraction

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Two light waves are given by, E1=2sin100πt-kx+30° and E2=3cos200πt-kx+60°. The ratio of intensity of first wave to that of second wave is -
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If the ratio of the intensity of two coherent sources is 4 then the visibility Imax-IminImax+Imin of the fringes is -
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One important similarity between light waves and sound waves is that both -
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Two waves y1=A1sinωt-β1 and y2=A2sinωt-β2 superimpose to form a resultant wave whose amplitude is 
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Two waves originating from source S1 and S2 having zero phase difference and common wavelength λ will show completely destructive interference at a point P if S1P-S2P is
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Two light rays having the same wavelength in vacuum are in phase initially. Then, the first ray travels a path Ll through a medium of refractive index μ1 while the second ray travels a path L2 through a medium of refractive index μ2. The two waves are then combined to observe interference. The phase difference between the two waves is
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A wave of light of __________ wavelength is called monochromatic light.