In Bohr's model of hydrogen atom, let $P E$ represent potential energy and $T E$ the total energy. In going to a higher orbit,

P E

increases,

T E

decreases

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P E

decreases,

T E

increases

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P E

increases,

T E

increases

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P E

decreases,

T E

decreases

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Solution

The correct option is C $P E$ increases, $T E$ increases
$P . E = - \frac{Z k e^{2}}{r} T . E = - \frac{Z k e^{2}}{2 r}$
Therefore, as radius increases, both increases.

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Similar questions

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In Bohr's model of hydrogen atom, let PE represent potential energy and TE the total energy. In going to a higher orbit,

The correct option is C PE increases, TE increasesP.E=−Zke2rT.E=−Zke22rTherefore, as radius increases, both increases.

In Bohr's model of hydrogen atom, let $P E$ represent potential energy and $T E$ the total energy. In going to a higher orbit,

The correct option is C $P E$ increases, $T E$ increases
$P . E = - \frac{Z k e^{2}}{r} T . E = - \frac{Z k e^{2}}{2 r}$
Therefore, as radius increases, both increases.