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30. If the average life time of an excit...

30. If the average life time of an excited state of Hatom is of order to sec. estimate how many orbits an quatum state and to the ground state. 1 state makes when it is in the state n = 2 and before it suffers a transition ton latinom

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If the average life time of an excited state of hydrogen is of the order of 10^(-8) s , estimate how many whits an alectron makes when it is in the state n = 2 and before it suffers a transition to state n = 1 (Bohrredius a_(0) = 5.3 xx 10^(-11)m) ?

If the average life time of an excited state of hydrogen is of the order of 10^(-8) s , estimate how many whits an alectron makes when it is in the state n = 2 and before it suffers a transition to state n = 1 (Bohrredius a_(0) = 5.3 xx 10^(-11)m) ?

If the average life time of an excited state of hydrogen is of the order of 10^(-8) s , estimate how many whits an alectron makes when it is in the state n = 2 and before it suffers a transition to state n = 1 (Bohrredius a_(0) = 5.3 xx 10^(-11)m) ?

If the average life time of an excited state of hydrogen is of the order of 10^(-8) s , estimate how many rotations an electron makes when it is in the state n = 2 and before it suffers a transition to state n = 1 (Bohr radius a_(0) = 5.3 xx 10^(-11)m) ?

If the average life time of an excited state of hydrogen is of the order of 10^(-6) s estimate how may orbits an electron makes, whenit is the state n=2 and before it suffers a transition to state n=1 (Bohr radius r_(0) = 5.3 xx 10^(11) m)

The average life time of an excited state of an electron in Hydrogen is of order of 10^(-8)s. It makes (xxx10^(6)) revolutions when it is in the state n=2 and before it suffers a transition n=1 state. Find the value of xx . Given h/(4pi^(2)ma_(-0)^(2))=64xx10^(14) , where m is mass of electron and a_(0) is Bohrs radius .

when a hydrogen atom is raised from the ground state to an excited state

When a hydrogen atom is raised from the ground state to an excited state

when a hydrogen atom is raised from the ground state to an excited state