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Light of wavelength `500 nm` is incident on a metal with work function `2.28 eV`. The de Broglie wavelength of the emitted electron isA. `le2.8xx10^(-12)m`B. `lt2.8xx10^(-10)m`C. `lt2.8xx10^(-9)m`D. `ge2.8xx10^(-9)m` |
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Answer» Correct Answer - D `E_(Ph)=(1240)/(500)eV=2.48eV` `K.E_(max)=E_(Ph)-W` `=2.48-2.28` `=0.2eV` `=0.2eV` `** lamda_("e min")=(12.27)/(sqrt(K.E_(max)(eV)))`Å `=(12.27)/(sqrt(0.2))` Å `=27.436` Å `=27.436xx10^(-10)m` `lamda_("min")=2.7436xx10^(-9)m` `lamda ge lamda_("min")` |
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