Review Conceptual Example 4 before beginning this problem. A soap film with different thicknesses at different places has an unknown refractive index n and air on both sides. In reflected light it looks multicolored. One region looks yellow because destructive interference has removed blue (Avacuum = 452 nm) from the reflected light, while another looks magenta because destructive interference has removed green (Avacuum = 560 nm). In these regions the film has the minimum nonzero thickness t required for the destructive interference to occur. Find the ratio tmagenta/tyellow- Number Units

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Chapter3: Interference
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Review Conceptual Example 4 before beginning this problem. A soap film with different thicknesses at different places has an
unknown refractive index n and air on both sides. In reflected light it looks multicolored. One region looks yellow because destructive
interference has removed blue (Avacuum = 452 nm) from the reflected light, while another looks magenta because destructive
interference has removed green (Avacuum = 560 nm). In these regions the film has the minimum nonzero thickness t required for the
destructive interference to occur. Find the ratio tmagenta/tyellow-
Number i
Units
>
Transcribed Image Text:Review Conceptual Example 4 before beginning this problem. A soap film with different thicknesses at different places has an unknown refractive index n and air on both sides. In reflected light it looks multicolored. One region looks yellow because destructive interference has removed blue (Avacuum = 452 nm) from the reflected light, while another looks magenta because destructive interference has removed green (Avacuum = 560 nm). In these regions the film has the minimum nonzero thickness t required for the destructive interference to occur. Find the ratio tmagenta/tyellow- Number i Units >
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