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The threshold frequency for certain metal is `v_0`. When light of frequency `2v_0` is incident on it, the maximum velocity of photoelectrons is `4xx10^(6) ms^(-1)`. If the frequency of incident radiation is increaed to `5v_0`, then the maximum velocity of photoelectrons will be

A

`(4//5)xx10^(6)`

B

`2xx10^(6)`

C

`4xx10^(6)`

D

`8xx10^(6)`

Text Solution

Verified by Experts

The correct Answer is:
d

As `1/2mv_(max)^(2)=hv-hv_(0)`
`:. 1/2mxx(4xx10^(6))^(2)=h2v_(0)-hv_(0)=hv_(0)`.......(i)
and `1/2mv'_(max)^(2)=h(2v_(0)-v_(0))-hv_(0)=4hv_(0)`........(ii)
Dividing (i) by (i), we have
`(v'_(max)^(2))/((4xx10^(6))^(2))=4` or `v'_(max)=2xx4xx10^(6)`
`=8xx10^(6)ms^(-1)`
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