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Interference patterns do not have an infinite number of lines, since there is a limit to...

Interference patterns do not have an infinite number of lines, since there is a limit to how big can be.If you pass red light with λ1= 670 nm wavelength through two slits separated by an unknown distance, the highest order of constructive interference possible is m1= 15. Show that the maximum value of m2 is 26, the highest order of constructive interference possible when bluelight with λ2= 410 nm wavelength is used on same slits separated by same unknown distance.

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