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Representing the stopping potential V al...

Representing the stopping potential V along y-axis and `((1)/(lamda))` along x-axis for a given photocathode, the curve is a straight line, the slope of which is equal to

A

`(e)/(hc)`

B

`(hc)/(e)`

C

`(ec)/(h)`

D

`(e)/(W)`

Text Solution

Verified by Experts

The correct Answer is:
B

The maximum KE of the photoelectron is given by
`((1)/(2)mv^2)_(max)=hv-W`
Now, `v=(c)/(lamda)` and `((1)/(2)mv^2)=eV`
`eV=(hc)/(lamda)-W`
or `V=((hc)/(e))(1)/(lamda)-(W)/(e)`
Slope of straight line `=(hc)/(e)`
Intercept of straight line `=-((W)/(e))`
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