Home
Class 12
CHEMISTRY
The threshold frequency of a metal corre...

The threshold frequency of a metal corresponds to the wavelength of x nm. In two separate experiments A and B, incident radiations of wavelengths 1/2x nm and 1/4x nm respectively are used. The ration of kinetic energy of the released electrons in experiment 'B' to that in experiment 'A' is

A

`1//3`

B

2

C

4

D

3

Text Solution

Verified by Experts

The correct Answer is:
A

In experiment A, incident radiations of wavelength used `=1/(2)x`
In experiment B, incident radiations of wavelength used `=1/(4)x`
The ration of kinetic energy of the released electrons in experiment .B. to that in experiment .A.:
`(KE)_(B)/((KE)_(A))=(1/(lamda_(B))-1/(lamda_(0)))/(1/(lamda_(A))-1/(lamda_(0)))` [`letslamda_(0)=x`]
`(KE)_(B)/((KE)_(A))=(x-x)/(2/(x)-1/(x))=3`
Promotional Banner

Similar Questions

Explore conceptually related problems

Photoelectrons of threshold wavelength350 nm are emited by u.v light of 250 nm wavelength, from a metal surface. Calculate the kinetic energy of the emitted electrons.

The work function for Caesium atom is 1.9 eV. Calculate the threshold wavelength of the radiation. If Caesium is irradiated with a wavelength 500 nm, calculate the kinetic energy and the velocity of the ejected electron.

A photon of wavelength 450 nm strikes a metal surface whose work function is 2.5 eV. Calculate the kinetic energy

A metal is irradiated with light of wavelength 600 nm. Given that the work function of the metal is 1.0 eV, the de Broglie wavelength of the ejected electron is close to:

The threshold frequency V_0 for a metal is 7.0xx10^14 s^1 . Calculate the kinetic energy of an electron emitted when radiation of frequency v=1.0xx10^15s^(-1) hits the metal.