Find the intensity at a point on a screen in YDSE, where the interfering waves of equal intensity have a path difference of (i) `lambda//4` (ii) `lambda//3`.

In a Young’s double slit experiment, the path difference at a certainpoint on the screen between two interfering waves is 𝟏𝟖th of thewavelength. The ratio of intensity at this point to that at the centreof a bright fringe is close to(i) 0.80(ii) 0.74(iii) 0.94(iv) 0.85

Light waves from two coherent surface arrive at two points on a screen with path differences zero and2/2. Find the ratio of intensities at the points.

5. A single slit of width 0.05 mm is illuminated with monochromatic light of wavelength 500nm. Calculate the intensity of light at an angle of 20∘ relative to the central maximum on a distant screen.

Light of a single frequency is incident on a pair of narrow slits that are a distance of 0.10 mmapart. A series of bright and dark fringes is observed on a screen a distance of 2.0 m away. Thedistance between adjacent bright fringes is 8.0 mm.lightscreensecond-order dark fringeslitszero-order bright fringedistance betweenbright fringes = 8.0 mm2.0 mNOT TO SCALEWhat is the path difference of the light waves from the two slits that meet at the second-orderdark fringe?A 2.0  10 –7 mB 4.0  10 –7 mC 6.0  10 –7 mD 8.0  10 –7 m

Ashton and Macie are collecting measurements for their Young's Experiment lab. The separation distance between the slits is 0.0521 mm and the interference pattern is projected onto a screen located 6.71 meters from the slits. They measure a distance from the first bright band to the central bright band to be 71.7 mm. What is the wavelength (in nanometers) of the light?