For a crystal, the angle of diffraction (20) is `90^@` and the second order line has a d value of `2.28 A^@`. The wavelength (in `A^@`) of X-rays used for Bragg's diffraction is

For a cyrstal, the angle of diffraction (2 theta) is 90(@) and the second order line has a d value of 2.28Å. The wavelength (inÅ) of X-rays used for Bragg's diffraction is

With light falling normally on a diffraction grating, the angle of diffraction of second order is equal to 45^(@) for a wavelength lambda_(1) = 0.65mum . Find the angle of diffraction of third order for a wave length lambda_(2) = 0.50 mu m .

Diffraction angle 2 theta equal to 14.8^@ for a crystal having interplanar distance in the crystal is 0.400 nm when second order diffraction was observed. Calculate the wavelength of X-ray used

Diffraction angle 2 theta equal to 14.8^@ for a crystal having interplanar distance in the crystal is 0.400 nm when second order diffraction was observed. Calculate the wavelength of X-ray used

Diffraction angle 2 theta equal to 14.8^@ for a crystal having interplanar distance in the crystal is 0.400 nm when second order diffraction was observed. Calculate the wavelength of X-ray used

Diffraction angle 2 theta equal to 14.8 ^(@) for a crystal having interplanar distance in the crystal is 0.400 nm when second order diffraction was observed. Calculate the wavelength of X-ray used.