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Here, distance between two slits, d = 1 mm = 10⁻³ m, distance of screen from slits, D = 1 m, wavelength of monochromatic light used, λ = 500 nm = 500 × 10⁻⁹ m. Width of central maxima in single slit pattern is 2λD/a. Fringe width in double slit experiment β = λD/d. Calculate the required condition for width of central maxima.
- 10λD/d = 2λD/a
- 5λD/d = λD/a
- 2λD/d = λD/a
- λD/d = λD/a
Correct answer: 2λD/d = λD/a
Solution
The width of the central maximum in a single-slit diffraction pattern is given by 2λD/a, and the fringe width in a double-slit experiment is β = λD/d. For the width of the central maximum to equal the fringe width, we equate 2λD/a = λD/d, which simplifies to 2/d = 1/a or 2λD/d = λD/a.
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