A distant point source of red light, a mask with two identical, very narrow slits, and a screen are arranged as shown in the top-view diagram below. The diagram shows the pattern that appears on a distant screen. Point P, the center of the pattern, and point Q are maxima. Point R marks a minimum to the right of point Q. Center of screen Top view (not to scale) P Screen Mask with 2 slits To distant point. source a. For each lettered point find the path length difference AD from the slits in terms of A. Explain your conclusions. b. The screen is 2.2 m from the slits, and the distance from point P to point R is 1.6 mm. Determine the distance between the slits in terms of A. Show your work and describe any approximations that you make in answering this question.

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1. Young's Double Slit Interference Pattern
A distant point source of red light, a mask with two identical, very narrow slits, and a screen are arranged as shown in the top-view diagram below. The diagram shows the pattern that
appears on a distant screen. Point P, the center of the pattern, and point Q are maxima. Point R marks a minimum to the right of point Q.
P Q R
Center of screen
Top view (not to scale)
I
1
Screen
Mask
with
2 slits
To distant
point
source
a. For each lettered point find the path length difference AD from the slits in terms of X. Explain your conclusions.
b. The screen is 2.2 m from the slits, and the distance from point P to point R is 1.6 mm. Determine the distance between the slits in terms of X. Show your work and describe
any approximations that you make in answering this question.
Transcribed Image Text:1. Young's Double Slit Interference Pattern A distant point source of red light, a mask with two identical, very narrow slits, and a screen are arranged as shown in the top-view diagram below. The diagram shows the pattern that appears on a distant screen. Point P, the center of the pattern, and point Q are maxima. Point R marks a minimum to the right of point Q. P Q R Center of screen Top view (not to scale) I 1 Screen Mask with 2 slits To distant point source a. For each lettered point find the path length difference AD from the slits in terms of X. Explain your conclusions. b. The screen is 2.2 m from the slits, and the distance from point P to point R is 1.6 mm. Determine the distance between the slits in terms of X. Show your work and describe any approximations that you make in answering this question.
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