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A hydrogen atom is in second excited sta...

A hydrogen atom is in second excited state. Calculate the maximum possible spectral lines emitted for hydrogen atom to reach its ground state.

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To solve the problem of how many spectral lines a hydrogen atom in the second excited state can emit while transitioning to its ground state, we can follow these steps: ### Step 1: Identify the Energy Levels The hydrogen atom's energy levels are defined by the principal quantum number \( n \). The ground state corresponds to \( n = 1 \), the first excited state corresponds to \( n = 2 \), and the second excited state corresponds to \( n = 3 \). ### Step 2: Determine the Initial State Since the hydrogen atom is in the second excited state, it is at \( n = 3 \). ...
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