The number of degenerate orbitals in an energy level of h atom having en=-rh/9
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3because it belongs to paschen series
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The number of degenerate orbitals in an energy level of H atom having energy equal to -Rh/9 is 9.
- The energy of nth shell of a H atom is equal to -Rh/n² .
- Therefore, the given energy level refers to the third shell of the hydrogen atom.
- The third shell of hydrogen has 3s , 3p and 3d subshells having 1 , 3 and 5 orbitals respectively.
- All the three subshells of hydrogen are degenerate since hydrogen atom contains only one electron.
- So, the total number of degenerate orbitals is equal to 9.
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