What is the stopping potential for a wavelength of 230nm?

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To determine the stopping potential for a wavelength of 230nm, first calculate the work function using the given data for the 350nm wavelength, where the maximum kinetic energy of photoelectrons is 1.2 eV. The work function can be derived from the equation Kmax = hc/λ - φ. Once the work function is established, apply it to the equation for the 230nm wavelength to find the new maximum kinetic energy. Finally, use the relationship Kmax = eVs to calculate the stopping potential. This method efficiently utilizes the fixed work function for the material in question.
Wardlaw
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Modern Physics question!

Homework Statement



When radiation of wavelength 350nm is incident on a surface, the maximum kinetic energy of the photoelectrons is 1.2ev. What is the stopping potential for a wavelength of 230nm?

Homework Equations


\phi=hc/\lambda-eV0( V0= V 'nought')
I am unsure as to what other equations can be used.


The Attempt at a Solution


My attempt was to calculate \phi for the 350nm wavelength, and then do the same for the 230nm wavelength.
 
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in this problem you can make use of two equations:
(1) : Kmax = hc/lamda - workfunction (Kmax is the max. kinetic energy , lamda is the wavelength)

(2) : Kmax = eVs (Vs is the stopping potential)


your start is good .. when you get the work function for the 350 nm wavelength , use that workfunction again with equation (1) along with the 230 nm wavelength to get Kmax and then use equation (2) to get the stopping potential ..

note : you just need to calculate the workfunction just once since that value is fixed for a certain material .. :)
 

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