Find the maximum intensity in case of interference of n identical waves each of intensity `I_0`,if the interference is from
coherent sources

Find the maximum intensity in case of interference of n identical waves each of intensity I_0 ,if the interference is incoherent.

Show that maximum intensity in interfernce is four times the intensity due to each slit. Hence show that interfernce involves only redistribution of energy.

Two coherent sources of light whose intensity ratio is 64:1 produce interference fringe. Calculate the ratio of of intensity of maximum and minmum in the interfernce fring system.

Two sources of intensities I and 4 I are used in an interference experiment.Obtain intensities at points,where the waves from two sources superimpose with a phase different of 0

Find the ratio of the intensity at the centre of a bright fringe to the intensity at the point on equarter of the distance between two fringes from the centre.

Two identical coherent waves, each of intensity 'I', are producing an interference pattern. Find the value of the resultant intensity at a point destructive interference.

Two coherent sources of light whose intensity ratio is 49:1 produces interference fringe. calculate the ratio of intensity of maximum and minimum in the fringe system.