1.- Through two thin slits passes monochromatic light that is seen on a remote screen. Are the bright fringes on the screen will find equally separated? If so, why? But which are closer to being equally far apart?
1.- Through two thin slits passes monochromatic light that is seen on a remote screen. Are the bright fringes on the screen will find equally separated? If so, why? But which are closer to being equally far apart?
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
Transcribed Image Text:Young's experiment
1.- Through two thin slits passes monochromatic light that is seen on a remote
screen. Are the bright fringes on the screen will find equally separated? If so, why?
But which are closer to being equally far apart?
2.- Monochromatic light passes through a 0.450 mm wide slit of wavelength
X=620 nm coming from a distant source. I know observe the diffraction pattern on a
screen located 9.00 m from slot. In terms of the current I at the peak of the
maximum center, what is the intensity of light on the screen at following distances
from the center of the central maximum?
a) 4.00mm; b) 3.00mm; c) 6.00mm
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