Interference pattern is obtained on a screen due to two identical sources of monochromatics light. The intensity of the central brigh fringe is I when one of the two sources is blocked, its intensity becomes `I_(0)`. The intensity in two situations are related as

Statement I: Interference pattern is obtained on a screen due to two identical coherent sources of monochromatic light. The intensity at the central part of the screen becomes one -fourth if one of the sources is blocked. Statement II: The resultant intensity is the sum of the intensities due to two sources.

Interference produced due to two identical coherent monochromatic sources results in central bright fringe with intensity I. If one of the source is removed intensity becomes I’. The relation between I and I’ is

In the interference pattern produced by two identical slits, the intensity of central maximum is l. What will the intensity of light at the same spot, if one of the slits is closed?

In the interference pattern produced by two identical slits, the intensity of central maximum is l. What will the intensity of light at the same spot, if one of the slits is closed?

In YDSE interference pattern produced by two identical slits, the intensity at the site of the central maximum is 1. The intensity at the same spot when either of two slits is closed is

Intensity of central bright fringe due to interference of two identical coherent monochromatic sources is I. If one of the source is switched off, then intensity of central bright fringe becomes :

The intensity of the central fringe due to the interference of light from two similar slits is I . When one of the slit is closed, the intensity is I_0 . The relation between I and I_0 is

In interference pattern by two identical slits the intensity of central maximum is I. what will be the intensity at the same spot if one of the slits is closed?