In Young's experiment, interference pattern is obtained on a screen at a distance of `1 m` from slits separated by `0.05 cm` and illuminated by sodium light of wavelength `5893 Å`. Calculate distance between `4th` bright fringe on one side and 3rd bright fringe on other side of central bright fringe.

In Young's double -slit experiment, the slits are 0.5 cm apart and screen is 1m away. The slits are illuminated by sodium light of wavelength 6890 Å . What will be the distance between 3^(rd) bright fringe on one side and 4^(th) bright fringe on other side of central fringe.

In YDSE, two slits are separated by 3 mm and illuminated by light of wavelength 480 nm . The screen is 2 m from the plane of slits. Calculate the separation between 8th bright fringe and 3rd dark fringe observed on the same side of central bright fringe.

A young's double slit apparatus is immerged in a liquid of refractive index 4/3 . It has slit separation of 1mm and interference pattern is observed on the screen at a distance 4/3 m from plane of slits. The wavelength in air is 6300 Å Find the distance of seventh bright fringe from third bright fringe lying on the same side of central bright fringe

Calculate the distance between 5^(th) and 15^(th) bright fringes in an interference pattern obtained by experiment due to narrow slits separated by 0.2mm and illuminated by light of wavelength 560mm . The distance between the slit and screen is 1m .

In Young's double slit experiment,two slits are separated by 3 mm distance and illuminated by ligth of wavelength 480 nm.The screen is at 2 m from the plane of the slits.Calculate the separtion between the 8th bright finge and the 3rd dark fringe obsrved with respect to the central brigth fringe.

In young's double slit experiment , two slits 0.18 mm apart illuminated by a light of wavelength 589.3 nm. Calculate the distance of (i) 5^(th) bright and (ii) 3^(rd) dark fringes from the midpoint of the interference pattern obtained on a screen kept 0.6 m away from the slits.

In a YDSE setup sodium light of wavelength 5893 Å is being used. The interference pattern is obtained on a screen which is located at a distance 1 m from the slit plane. In the interference pattern it is observed that 10^(th) bright fringe is located at a distance of 12mm from the central maximum. Find the slit separation.

The slits in Young's double slit experiment are illuminated by light of wavelength 6000 Ã…. If the path difference at the central bright fright fringe is zero, what is the path difference for light from the slits at the fourth bright frings?

The slits in Young's double slit experiment are illuminated by light of wavelength 6000 Ã…. If the path difference at the central bright fright fringe is zero, what is the path difference for light from the slits at the fourth bright frings?