Electrons are bombarded to excite hydrogen atoms and six spectral lines are observed. If $E_{g}$ is the ground state energy of hydrogen, the minimum energy the bombarding electrons should possess is

\frac{8 E_{g}}{9}

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\frac{15 E_{g}}{16}

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\frac{35 E_{g}}{36}

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\frac{48 E_{g}}{49}

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Solution

The correct option is B $\frac{15 E_{g}}{16}$
To obtain 6 spectral line, as electron must be excited to fourth orbit with energy $\frac{E_{g}}{16}$ , so that the difference is $\frac{15 E_{g}}{16} .$

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Electrons are bombarded to excite hydrogen atoms and six spectral lines are observed. If Eg is the ground state energy of hydrogen, the minimum energy the bombarding electrons should possess is

The correct option is B 15Eg16To obtain 6 spectral line, as electron must be excited to fourth orbit with energy Eg16, so that the difference is 15Eg16.

Electrons are bombarded to excite hydrogen atoms and six spectral lines are observed. If $E_{g}$ is the ground state energy of hydrogen, the minimum energy the bombarding electrons should possess is

The correct option is B $\frac{15 E_{g}}{16}$
To obtain 6 spectral line, as electron must be excited to fourth orbit with energy $\frac{E_{g}}{16}$ , so that the difference is $\frac{15 E_{g}}{16} .$