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CGP EDU Academic Team
Published on: September 12, 2026
The ground state energy of H atom is –13.6 eV, the energy needed to ionize H atom from its second excited state is 3.4 eV.
Text Solution
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Step 1: Identify the ground state energy of the H atom, which is given as -13.6 eV.
Step 2: Determine the second excited state energy. The first excited state energy is -3.4 eV, and the second excited state energy will be 0 eV (the ionization energy).
Step 3: The energy needed to ionize the H atom from the second excited state is 3.4 eV.
Therefore, the second excited state energy is -3.4 eV (as given in the question) and validates our calculation.
Hence the energy to ionize from the second excited state is the difference between its energy and the energy of free state.
Therefore, the answer is the value 3.4 eV.
Step 2: Determine the second excited state energy. The first excited state energy is -3.4 eV, and the second excited state energy will be 0 eV (the ionization energy).
Step 3: The energy needed to ionize the H atom from the second excited state is 3.4 eV.
Therefore, the second excited state energy is -3.4 eV (as given in the question) and validates our calculation.
Hence the energy to ionize from the second excited state is the difference between its energy and the energy of free state.
Therefore, the answer is the value 3.4 eV.
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