There is a microscope that uses a wavelength of 470 nm and is designed to resolve objects of size 8,373 nm (which is defined by the Rayleigh criterion) and uses an objective lens with a diameter that is 3.90 mm. In mm, what's the max distance between the objective lens and the object that is being magnified?

Q: Rank the following single-slit diffraction experiments in order of the size of the angle from the…

A: The condition for the dark fringe in diffraction is given by :  dsinθ=nλHere,  d is slit width.…

Q: Problem 20:  Consider 642 nm light falling on a single slit of width 19.5 μm. Randomized Variablesλ…

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Q: Consider a diffraction grating with a grating constant of 500 lines/mm. The grading is illuminated…

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Q: In Young's double-slit experiment, the intensity of light on the observation screen is described by:…

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Q: The Hubble Space Telescope has a diameter of 2.4 m. 1)What is the angular limit of resolution due…

A: Given that,     Diameter (D)=2.4m     Wavelength (λ)=840 nm.

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A: NOTE- As per our company guidelines we are supposed to answer only first 3 sub-parts. Kindly repost…

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A: Write the given values of the problem- L=5.30 m ∆y=1.56  cm∆y=1.56×10-2 md=0.215 mmd=2.15×10-4 m

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Q: Consider a laser light illuminating a vertical thin film of polystyrene (n=1.55) of thickness t= 85…

A: λ=2ntm+12

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Q: he light emitted by a helium-neon laser (λ = 633 nm) illuminates two slits spaced by 0.40 mm. A…

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Interference of Light

The word "constructive" signifies addition in interference. Constructive interference occurs when the path of the waves that start from the slit differs by 1 entire wavelength or in the intervals of the same. Hence, the waves that are presented on the screen are in phase (crest to crest/trough to trough). The waves interfering constructively forms bright fringes on the screen.