Practice portal › Dual Nature of Matter and Radiation › Einstein's Photoelectric Equation and Work Function
Asked in GUJCET 2007 · Threshold frequency and wavelength
Given: work function W₀ has threshold wavelength λ₀; the new work function is W₀' = (W₀)/2.
Idea: at threshold the photon energy just equals the work function, (hc)/(λ₀) = W₀, so λ₀ = (hc)/(W₀).
λ₀' = (hc)/(W₀') = (2hc)/(W₀) = 2λ₀
So halving the work function doubles the threshold wavelength: 2λ₀.
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