What is the energy of a K x-ray photon in tantalum

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SUMMARY

The energy of a K X-ray photon in tantalum, with an atomic number of Z = 73, can be calculated using the formula Energy = -(13.6 eV)Z^2/n^2. For K transitions, the principal quantum number n is 1. Therefore, substituting these values results in an energy of approximately -13.6 eV * (73^2) = -68,000 eV, which converts to joules as needed for further calculations.

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  • Basic grasp of X-ray photon transitions
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Homework Statement



The atomic number of tantalum is Z = 73. According to the Bohr model, what is the energy (in joules) of a K X-ray photon?

Homework Equations



Energy= -(13.6 eV)Z^2/n^2


The Attempt at a Solution



I don't know what to use for n
 
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What is the definition of a K x-ray transition? That should give you the answer.
 

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