What is the width of the single slit used in the experiment?

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Homework Help Overview

The problem involves a single slit diffraction experiment where a laser light of a specific wavelength is diffracted, and the distance between the first-order maxima is measured. The objective is to determine the width of the slit based on the given parameters.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the application of the diffraction formula and the interpretation of maxima and minima in relation to the problem. There is confusion regarding the correct order of maxima and minima being referenced in the calculations.

Discussion Status

The discussion is ongoing, with participants clarifying the definitions of maxima and minima in the context of the problem. Some guidance has been offered regarding the correct interpretation of the question, but no consensus has been reached on the approach to finding the slit width.

Contextual Notes

There appears to be some misunderstanding regarding the relationship between the positions of maxima and minima, as well as the specific parameters being asked for in the problem. Participants are questioning assumptions about the diffraction pattern and the application of the relevant formulas.

2Pac
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A single slit diffracts laser light of wavelength 610 nm onto a screen 2.25 m away. The distance between the two first-order maxima on either side of the central peak is 4.00 mm. How wide is the slit?

Anyone give me some help? i got an answer of .001029m and apparently this isn't correct. i used the formula for locating the minima [tex]a\cdot \sin(\theta) = (\lambda)[/tex] . Since the second minima is located where [tex](\lambda)[/tex] is multiplied by 2. i multiplied the equation on the right side by 3/2 assuming the maxima would be found between both minima.
 
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2Pac said:
Since the second minima is located where [tex](\lambda)[/tex] is multiplied by 2.

The question doesn't ask you about the second minima. It asks about the first minima.
 
No, the question asks about the first order maxima and it would not make sense for it to be asking about the center maxima because it is in the center. The intensity graph would look something like this (where the large hump is in the centerline of the slit):
 

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