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In YDSE, d=5lambda, then the total no. o...

In YDSE, `d=5lambda`, then the total no. of maxima observed upon screen will be

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Two coherent sources S_(1) and S_(2) are kept on the edges of a step as shown in the figure. An infinitely long screen is placed on the right side of sources and lies at along y-z plane. Calculate total no. of maximas observed on the screen. PS_(1)=8lambda and PS_(2)=6lambda . Where lambda is wavelength of light used. (There is no reflection from steps)

In the set up shown in figure dltltD and d=4lambda, find. (a) total number of maximas and minimas on the screen (b) y-coordinates corresponding to minima nearest to O.

In the set up shown in figure dltltD and d=4lambda, find. (a) total number of maximas and minimas on the screen (b) y-coordinates corresponding to minima nearest to O.

In the YDSE apparatus shown in figure, dltltD and d = 6lambda . Find (a) total number of maximas and minimas on the screen . (b) two y-coordinates corresponding to third order maxima.

In the YDSE apparatus shown in figure, dltltD and d = 6lambda . Find (a) total number of maximas and minimas on the screen . (b) two y-coordinates corresponding to third order maxima.

In a YDSE experiment two slits S_(1) and S_(2) have separation of d=2mm the distance of the screen is D=(8)/(5) m source S starts moving from a very large distance towards S_(2) perpendicular to S_(1)S_(2) as shown in figure the wavelength of monochromatic light is 500 nm. The number of maximas observed on the screen at point P as the moves towards S_(2) is

In a YDSE experiment two slits S_(1) and S_(2) have separation of d=2mm the distance of the screen is D=(8)/(5) m source S starts moving from a very large distance towards S_(2) perpendicular to S_(1)S_(2) as shown in figure the wavelength of monochromatic light is 500 n. The number of maximas observed on the screen at point P as the moves towards S_(2) is

In a YDSE experiment two slits S_(1) and S_(2) have separation of d=2mm the distance of the screen is D=(8)/(5) m source S starts moving from a very large distance towards S_(2) perpendicular to S_(1)S_(2) as shown in figure the wavelength of monochromatic light is 500 n. The number of maximas observed on the screen at point P as the moves towards S_(2) is

In a YDSE, D = 1m, d = 1mm and lambda = 1//2 mm Find the no of maxima and minima obtained on the screen.