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What will be the wavelength of the X-ray...

What will be the wavelength of the X-rays which give a diffraction angle `2theta` equal to `16.80^(@)` for a crystal ? The interplanar distance in the crystal is `0.200` nm and only the diffraction of the first order is absorbed.

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Calculate the wavelength of X-rays which produces a first order diffraction angle 2theta equal to 16.8^(@) for a crystal. Inter particle distance of crystal is 200 pm.

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Calculate lambda of X-rays which give a diffraction angle 2 theta = 16.8^(@) for crystal, if the interplanar distance in the crystal is 0.2 nm and that only for the first-order diffraction is observed. Given sin 8.40^(@) = 0.146 .

Calculate lambda of X-rays which give a diffraction angle 2 theta = 16.8^(@) for crystal, if the interplanar distance in the crystal is 0.2 nm and that only for the first-order diffraction is observed. Given sin 8.40^(@) = 0.146 .

Calculate lambda of X-rays which give a diffraction angle 2 theta = 16.8^(@) for crystal, if the interplanar distance in the crystal is 0.2 nm and that only for the first-order diffraction is observed. Given sin 8.40^(@) = 0.146 .

Calculate lambda of X-rays which give a diffraction angle 2 theta = 16.8^(@) for crystal, if the interplanar distance in the crystal is 0.2 nm and that only for the first-order diffraction is observed. Given sin 8.40^(@) = 0.146 .