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In Young's double slit experiment of cen...

In Young's double slit experiment of central fringe is `I_(0)` and fringe width is `beta`. If a point is at a distance x from the central fringe, then the intensity at that point is

A

`l_(0)cos^(2)((pix)/beta)`

B

`l_(0)cos^(2)((x)/beta)`

C

`l_(0)/4cos^(2)((pix)/beta)`

D

`l_(0)cos^(2)((pibeta)/x)`

Text Solution

Verified by Experts

The correct Answer is:
A

Intensity at distance x from central maximum is given by
`I=4I_(0)"cos"^(2)phi/2`
where, `phi=(2pid)/lamdasintheta`
Also, `beta=(lamdaD)/d`
Combining these, we get
`I_(0)=I_(0)cos^(2)((pix)/beta)`
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