Calculate the amount of energy required to remove the electron Li2+ from it's second shell
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Answer:
1) We can use the Rydberg Expression to find the energy needed to move an electron from the n=1 energy level to the n=∞ energy level which means the atom is effectively ionised.
2) 1λ=R[1n21−1n22]
3) Where n1 < n2.
4) In this case n2=∞ so this becomes:
5) 1λ=R12=R.
6) ∴λ=IR.
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Now, this is your question's solution
1) We can use the Rydberg Expression to find the energy needed to move an electron from the n=1 energy level to the n=∞ energy level which means the atom is effectively ionised.
2) 1λ=R[1n21−1n22]
3) Where n1 < n2.
4) In this case n2=∞ so this becomes:
5) 1λ=R12=R.
6) ∴λ=IR.
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