Light of wavelength o is passed through a diffraction grating with n lines/meter and then lands on a screen a distance l from the grating. what is the linear distance between adjacent fringes on this screen? the width of each slit in the grating is a. you can assume the small angle approximation applies.

Condition for diffraction

Where

a = Distance between slits

m = Order of the fringes

= Wavelength

= At the angle between the ray of light and the projected distance perpendicular between the two objects

For small angles

Where

Where L is the distance between the slits and Y the length of the light.

Replacing we have

The distance between slits d can be expressed also as Where N is the number of the fringes, then

Similarly when there is added a new Fringe we have the change of the distance would be :

Linear distance between fringes is

Therefore the answer is

the higher the current the higher the mag field around it the higher the influence on the compass

im guessing the west of station b