A red- 633 nm laser is incident upon a diffraction grating with 30.0 lines per centimeter. The light is allowed to pass straight through the grating such that an interference pattern is produced on a screen, 2.80 m away (as shown in the figure below). n = 3 n = 2 n = 1 Central bright spot a. What will be the distance from the central bright spot to the first bright fringe (n=1)? b. What will be the distance from the central bright spot to the second bright fringe (n=2)? c. Will the small angle approximation work? d. Will the small angle approximation work if the screen is 4 cm away from the grating?
A red- 633 nm laser is incident upon a diffraction grating with 30.0 lines per centimeter. The light is allowed to pass straight through the grating such that an interference pattern is produced on a screen, 2.80 m away (as shown in the figure below). n = 3 n = 2 n = 1 Central bright spot a. What will be the distance from the central bright spot to the first bright fringe (n=1)? b. What will be the distance from the central bright spot to the second bright fringe (n=2)? c. Will the small angle approximation work? d. Will the small angle approximation work if the screen is 4 cm away from the grating?
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![A red- 633 nm laser is incident upon a diffraction grating with 30.0 lines per centimeter. The
light is allowed to pass straight through the grating such that an interference pattern is
produced on a screen, 2.80 m away (as shown in the figure below).
n = 3
n = 2
n = 1
Central bright spot
a. What will be the distance from the central bright spot to the first bright fringe (n=1)?
b. What will be the distance from the central bright spot to the second bright fringe (n=2)?
c. Will the small angle approximation work?
d. Will the small angle approximation work if the screen is 4 cm away from the grating?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F43abe65f-7e5f-4ca7-a91c-ab097f3acb86%2F4a01f1da-08f5-47a5-883b-0a3f772d2024%2Fid901h1_processed.png&w=3840&q=75)
Transcribed Image Text:A red- 633 nm laser is incident upon a diffraction grating with 30.0 lines per centimeter. The
light is allowed to pass straight through the grating such that an interference pattern is
produced on a screen, 2.80 m away (as shown in the figure below).
n = 3
n = 2
n = 1
Central bright spot
a. What will be the distance from the central bright spot to the first bright fringe (n=1)?
b. What will be the distance from the central bright spot to the second bright fringe (n=2)?
c. Will the small angle approximation work?
d. Will the small angle approximation work if the screen is 4 cm away from the grating?
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