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The graph between the stopping potential...

The graph between the stopping potential `(V_(0)) and ((1)/(lambda)) ` is shown in the figure `phi_(1) , phi_(2) and phi_(3)` are work function , which of the following is /are correct

A

Ration of work functions `phi_(1):phi_(2):phi_(3) =1:2:4`

B

Ration of work functions `phi_(1):phi_(2):phi_(3) =4:2:1`

C

`tan theta` directly proportional to `hc//e`, where `h` is Plack's constant and `c` is the speed of light

D

The violet colour light can eject photoelectrons from metals `2` and `3`.

Text Solution

Verified by Experts

The correct Answer is:
A, C

`eV=(hc)/lambda-phi`
`rArr V(hc)/(elambda)-phi/e=((hc)/e) (1/lambda)-phi/e`
Slope=`tan theta=(hc)/e`
`phi=(hc)/lambda rArr phi_(1):phi_(2):phi_(3)=1/lambda_(1):1/lambda_(2):1/lambda_(3)=1:2:4`
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