In A Young Double Slits Experiment The Difference in optical path lengths between the Rays Starting From the Two Slits S1 and S2 and Reaching a point A on the screen is 0.0075mm and reaching another point B on The Screen on The Other Side Of The Central Fringe is 0.0015mm. How Many Bright and Dark Fringes Are Observed between A And B If The Wavelength of Light Is 6000A° ?
Answers
Answered by
3
Explanation:
For Point P,
S2P−S1P=(2n−1)2λ⇒0.0075×10−3=2(2n−1)6×10−7⇒n=13
i.e, 13th band will occur at P.
∴12 bright bands between P and centrer bright band
For point Q
S2Q−S1Q=(2n−1)2λ0.0015×10−3=2(2n−1)6×10−7⇒n=3
i.e, 3th dark band at Q
∴ No. of bright bands betwween Q and central bright fringe =2
∴ Total bright bands between P and Q
12+2+1 (Central bright band)
⇒15
Answered by
0
Explanation:
In Young's experiment, the wavelength of monochromatic light used is 6000 Ao. the optical path difference between the rays from the two coherent sources at point P on the screen is 0.0075 mm and at a point Q on the screen is 0.0015 mm. How many bright and dark bands are observed between the two points P and Q
please mark me Brainliest answer please do
Similar questions