I can't figure out what I am doing wrong Getting Frustrated

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The discussion revolves around a physics problem involving a helium-neon laser illuminating a diffraction grating. The user initially miscalculated the angle using the tangent function, resulting in an incorrect value for the slit spacing. It was clarified that the angle for the m=3 maxima should be halved to 5.43 degrees, not 10.86 degrees. Using this correct angle in the diffraction equation allows for the accurate calculation of the slit spacing. The resolution of the misunderstanding highlights the importance of correctly interpreting the problem statement.
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I can't figure out what I am doing wrong! Getting Frustrated!

Homework Statement


A helium-neon laser (λ=629 nm) illuminates a diffraction grating. The distance between the two m=3 bright fringes is 33 cm on a screen 1.72 m behind the grating. What is the spacing between slits of the grating?


Homework Equations


Lamda = 629 nm
m = 3
y = 0.33 m
L = 1.72 m
d = ?


The Attempt at a Solution


What I did was tan theta = y/L = 0.33/1.72 = 1086 degrees
then I used the equation d*sin theta = m*lamda
and solved for d... d = m*lamda/sin theta = 1.00x10^-5 m but I am getting it wrong...what am I not doing right?
 
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If I'm understanding this problem statement correctly, it is giving you the distance between the m=3 maxima on either side of the midline. This means that each of these fringes is half of 10.86º away from the midline, or 5.43º.

So I think this may be the angle you are to use in the diffraction equation, with m = 3 and lambda = 629·10^-9 m.
 
oh ok thank you that's it!
 
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