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Using the Bohr model, (a) calculate the ...

Using the Bohr model, (a) calculate the speed of the electrons in a hydrogen atom in n =1, 2, and 3 level and (b) calculate the orbital period in each of these levels.

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(a) `2.18xx10^(6)m//s, 1.09xx10^(6)m//s, 7.27xx10^(6)m//s`, (b)`1.53xx10^(-16)s, 1.22xx10^(-15)s, 4.13xx10^(-15)s`
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RESNICK AND HALLIDAY-HYDROGEN ATOM-PROBLEMS
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  2. An electron is trapped in a one-dimensional infinite potential well. F...

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  3. Suppose that a hydrogen atom in the ground state absorbs photons of wa...

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  4. A proton is confined to a one-dimensional infinite potential well 120 ...

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  5. An electron is trapped in a one-dimensional infinite potential well. F...

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  6. For what value of the principal quantum number n would the effective r...

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  7. A hydrogen atom is excited from its ground state to the state with n =...

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  8. An electron is trapped in a one-dimensional infinite potential well th...

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  9. An electron in a one-dimensional infinite potential well of length L h...

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  10. Consider an atomic nucleus to be equivalent to a one- dimensional infi...

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  11. (a) What is the energy E of the hydrogen-atom electron whose probabili...

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  12. What is the ground-state energy of (a) an electron and (b) a proton if...

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  13. What must be the width of a one-dimensional infinite potential well if...

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  14. An electron is trapped in a one-dimensional infinite well of width 200...

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  15. Hydrogen atoms are in an excited state with n = 5. In terms of the Boh...

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  16. Calculate the smallest kinetic energy which an electron may have and s...

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  17. Using the Bohr model, (a) calculate the speed of the electrons in a hy...

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  18. Average lifetime of a hydrogen atom excited to n = 2 state is 10^(-8)s...

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  19. The energy needed to detach the electron of a hydrogen like ion in gro...

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  20. A beam of electrons bombards a sample of hydrogen. Through what potent...

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