Finding the separation of two slits

AI Thread Summary
To determine the value of m in the equation for finding the separation of two slits, it is essential to understand that m represents the order of the bright fringes. The distance between adjacent bright fringes is given as 4 mm, indicating that the difference between the m-th and (m+1)-th fringes is 4 mm. By applying the equations y_m = m(λL/d) and y_{m+1} = (m+1)(λL/d), one can derive that y_{m+1} - y_m equals 4 mm. This relationship allows for the calculation of m based on the known fringe separation. Understanding this concept is crucial for solving problems related to interference patterns in physics.
asilvester635
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Homework Statement


How do I know what value of m to use when using the equation? Here we had to use m = 1 to find the answer.

Please refer to part 3 for the problem statement.

Homework Equations


Please refer to part 3 for the relevant equations.

The Attempt at a Solution


Exam 1.jpeg
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The formula gives you the location of the bright fringes. You are given the distance between consecutive friges, not the position of a particular one.
 
asilvester635 said:

Homework Statement


How do I know what value of m to use when using the equation? Here we had to use m = 1 to find the answer.

Please refer to part 3 for the problem statement.

Homework Equations


Please refer to part 3 for the relevant equations.

The Attempt at a Solution


View attachment 223112 [/B]
"Adjacent bright fringes are 4 mm apart" means that the the distance between the m+1-th bright fringe and the m-th one is 4 mm.
## y_m =m \frac{λL}{d}## and
##y_{m+1} =(m+1) \frac{λL}{d}##
and ##y_{m+1}-y_m= 4 mm##
Subtract the firs equation from the second one, what do you get?
 
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