Calculate the wavelength in angstrom of photon that is emitted when an e~ in Bohr orbit n=2 returns to the orbit n=l. The ionization potential of the ground state of hydrogen atom is 2.17x10~n erg/atom.

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C S Kudarihal · Answer

There are two ways to solve this : 1.Use the rydbergs equation to solve this question OR 2.Calculate the energy difference between the two orbits and equate it hc/L , where L is wavelength and subsequently you can calculate the value of L . P.S- Actually both the methods are same but in the first one we use direct formula.

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Calculate the wavelength in angstrom of photon that is emitted when an e~ in Bohr orbit n=2 returns to the orbit n=l. The ionization potential of the ground state of hydrogen atom is 2.17x10~n erg/atom.

Calculate the wavelength in angstrom of photon that is emitted when an e~ in Bohr orbit n=2 returns to the orbit n=l. The ionization potential of the ground state of hydrogen atom is 2.17x10~n erg/atom.

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Calculate the wavelength in angstrom of photon that is emitted when an e~ in Bohr orbit n=2 returns to the orbit n=l. The ionization potential of the ground state of hydrogen atom is 2.17x10~n erg/atom.

Calculate the wavelength in angstrom of photon that is emitted when an e~ in Bohr orbit n=2 returns to the orbit n=l. The ionization potential of the ground state of hydrogen atom is 2.17x10~n erg/atom.

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