(II) Show that the energy E (in electron volts) of a

Chapter 27, Problem 29P

(choose chapter or problem)

$\text { (II) }$ Show that the energy $E$ (in electron volts) of a photon whose wavelength is $\lambda(\mathrm{mm})$ is given by

$E=\frac{1.240 \times 10^{3} e V \cdot n m}{\lambda(n m)}$

Use at least 4 significant figures for values of $h, c, e$ (see inside front cover).

Equation Transcription:

$(II)$

$E$

$\lambda{}(nm)$

$E=\frac{1.240\ x\ 1{0}^{3}eV\cdot{}nm}{\lambda{}(nm)}$

$h,c,e$

Text Transcription:

(II)

\lambda(nm)

E=\frac1.240 \times 10^3 e V \cdot n m\lambda(n m)

h,c,e

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