The fringe given shows a double slit experiment- P and Q are the slits- The path lengths PY and QY and n- and n-2- respectively where n is a whole number and - is the wavelength- Taking the central bright fringe as zero- what is formed at Y-

The correct option is C second brightPath difference between PY and QY =( n+2 ) λ nλ =2λ #160; , #160;which corresponds to second bright f ...

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Standard XII

Mathematics

Properties of Set Operation

The fringe gi...

Question

The fringe given shows a double slit experiment. $P$ and $Q$ are the slits. The path lengths $P Y$ and $Q Y$ and $n λ$ and $(n + 2) λ$ , respectively where $n$ is a whole number and $λ$ is the wavelength. Taking the central bright fringe as zero, what is formed at $Y$ ?

first bright

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Solution

The correct option is C second bright
Path difference between $P Y$ and $Q Y$ $= (n + 2) λ - n λ = 2 λ$ , which corresponds to second bright fringe

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The fringe given shows a double slit experiment. P and Q are the slits. The path lengths PY and QY and nλ and (n+2)λ, respectively where n is a whole number and λ is the wavelength. Taking the central bright fringe as zero, what is formed at Y?

The correct option is C second brightPath difference between PY and QY =(n+2)λ−nλ=2λ, which corresponds to second bright fringe

The fringe given shows a double slit experiment. $P$ and $Q$ are the slits. The path lengths $P Y$ and $Q Y$ and $n λ$ and $(n + 2) λ$ , respectively where $n$ is a whole number and $λ$ is the wavelength. Taking the central bright fringe as zero, what is formed at $Y$ ?

The correct option is C second bright
Path difference between $P Y$ and $Q Y$ $= (n + 2) λ - n λ = 2 λ$ , which corresponds to second bright fringe