Solution
Maximum kinetic energy is given by
Kmax=hc(λ0−λ)λ0λK_{max}=\frac{hc(\lambda_0-\lambda)}{\lambda_0\lambda}Kmax=λ0λhc(λ0−λ)
Putting all values
Kmax=6.61×10−34×3×108(2762−2500)10−102762×2500×10−20Kmax=7.5×10−20JouleK_{max}=\frac{6.61\times10^{-34}\times3\times10^8(2762-2500) 10^{-10} }{2762\times 2500\times10^{-20}}\\K_{max}= 7.5\times10^{-20} JouleKmax=2762×2500×10−206.61×10−34×3×108(2762−2500)10−10Kmax=7.5×10−20Joule
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