Using bohr's equation for the energy levels of the electron in the hydrogen atom, determine the energy (j) of an electron in the n = 4 level?

1.36x10^-19 J

Explanation:

First, we need to write the bohr's equation for the energy levels:

E(n) = -1/n² * 13.6 eV

Now, the question is asking this energy in Joules, so at the end we will use the conversion of eV to Joules.

As the energy level is 4, we just replace the value of n = 4 in the equation and solve for the energy in eV first:

E(4) = -1/4² * 13.6

E(4) = -0.85 eV

Now, the conversion for eV to Joules is the following:

1 eV = 1.6022x10^-19 J

Therefore, we just need to multiply the obtained value of Energy in eV with this factor, and we have the energy in Joules as required:

E = -0.85 * 1.6022x10^-19

E = 1.36x10^-19 J

This is the energy in Joules for an electron in the level 4.

geosphere and hydrosphere.

this is because the geosphere has to do with geological events, while the hydrosphere controls all water on earth.

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