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What is the minimum (non-zero) thickness, in nm, of a thin film (with (n = 1.348) that will result in destructive interference when viewed at

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What is the minimum (non-zero) thickness, in nm, of a thin film (with (n = 1.348) that will result in destructive interference when viewed at normal incidence and illuminated with blue light ( Auscrum = 463 nm)? A glass slide (ng = 1.700) supports the thin film. Please round your answer to one decimal place, Equation: For thin film destructive interference (a certain color, such as blue, being eliminated), use 2t + Afilm = 2Xfilm when the index of refraction of the thin film is less than the index of refraction of the medium on which the film is formed (deposited). Note that t is the film thickness. The wavelength of the eliminated color (by the film) is Afilm = and n is the index of refraction of the thin film. Hint: find t

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