In a Young,s double split experiment, light of wavelength `4000 overset@A` is incident on a double slit. If the overall separation of 10 fringes on a screen 100 cm away is 0.4 cm. Find the distance between the two slits.

Light of wavelength 5,000 overset @A is incident on a double slit.If the overall separation of 10 fringes on a screen 200 cm away is 1.0 cm,find the distance between the two slits.

Light of wavelength 5000 overset@A , is incident on a double slit Young.s experiment. If the overall separation of 10 fringes on a screen 200 cm away is 1.0 cm, calculate the distance between the two slits.

Light of wavelength 3000 overset @A is incident on a double slit in Young.s double slit experiment. If the overall separation of 10 fringes on a screen 200 cm away is 1.0 cm, find the distance between the two slits.

Light of wavelength 3000 overset@A is incident on a double slit in Young.s double slit experiment. If the overall separation of 10 fringes on a screen 200 cm away is 0.6 cm, find the distance between of two slits.

Green light of wavelength 5,100 overset @A from a narrow silt is incident on a double slit.If the overall separation of 10 fringes on a screen 200 cm away is 2 cm,find slit separation.

In Young.s experiment , green light of wavelengths 5100 overset@A (Angstrom) from a nrrow slit is incident on a double slit. If the overall separation of 10 fringes on a screen 200 cm (centimeter)away is 2cm, find the separation between twoslits.

The two slits in Young's double slit experiment are seprated by a distance of 0.03 cm.When light of wavelength 5,000 overset@A falls on the slits,nd interference pattern is produced on the screen 1.5 m away.Find the distance of 4th bright fringe from the central maximum.

In Young's double slit experiment,usin light of wavelength 400 nm,interference fringes of width X are obtained .The wavelength of light is increassed to 600 nm and the separation between the slits is halved.If one wants the observed fringe width on the screen to be the same in the two caes,find the rati of the distance between the screen and the plane of the interfering sources in the two arrangements.