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When radiation of wavelength lambda is ...

When radiation of wavelength `lambda ` is incident on a metallic surface , the stopping potential is `4.8 "volts"` . If the same surface is illuminated with radiation of double the wavelength , then the stopping potential becomes `1.6 "volts"`. Then the threshold wavelength for the surface is

A

`2lamda`

B

`4lamda`

C

`6lamda`

D

`8lamda`

Text Solution

Verified by Experts

The correct Answer is:
B

`eV_0 =(hc)/lamda -(hc)/lamda_0`
`implies (hc)/(e) (1/lamda-1/lamda_0)=4.8 " "...(i)`
`(hc)/(e) (1/(2lamda)-1/lamda_0)=1.6 " "...(ii)`
From (i) and (ii)
`(1/lamda-1/lamda_0)/(1/(2lamda)-1/lamda_0)=(4.8)/(1.6)implieslamda_0=4lamda`
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