Work function of li and cu are respectively 2.3ev and 4.0 ev
Answers
Answered by
0
E = hc/λ
= 1.83 eV, which is less than ϕ0.
Photoelectric emission cannot take place.
Q10. The de-Broglie wavelength of a particle of kinetic energy K is λ. What would be the wavelength
of the particle, if its kinetic energy were K/4?
Ans10. λ= h/√2mK
When kinetic energy is K/4
λ1 = h/√
2mK
4
= 2λ.
= 1.83 eV, which is less than ϕ0.
Photoelectric emission cannot take place.
Q10. The de-Broglie wavelength of a particle of kinetic energy K is λ. What would be the wavelength
of the particle, if its kinetic energy were K/4?
Ans10. λ= h/√2mK
When kinetic energy is K/4
λ1 = h/√
2mK
4
= 2λ.
Answered by
2
:
⎇ λ= h/√2mK
When kinetic energy is K/4
λ1 = h/√
2mK
4
= 2λ.
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