In hydrogen and hydrogen-like atom , the ratio of `E_(4 n) - E_(2 n) and E_(2 n) - E_(n)` varies with atomic nimber `z` and principal quantum number`n` asA. `(z^(2))/(n^(2))`B. `(z^(4))/(n^(4))`C. `(z)/(n)`D. none of these

In hydrogen and hydrogen-like atom , the ratio of `E_(4 n) - E_(2 n) a

1.	In hydrogen and hydrogen-like atom , the ratio of `E_(4 n) - E_(2 n) and E_(2 n) - E_(n)` varies with atomic nimber `z` and principal quantum number`n` asA. `(z^(2))/(n^(2))`B. `(z^(4))/(n^(4))`C. `(z)/(n)`D. none of these
Answer» Correct Answer - D `(E_(4 n) - E_(2 n))/ (E_(2 n) - E_(n)) = ((E_(1))/(16 n^(2)) - (E_(1))/(4 n^(2)))/((E_(1))/(4 n^(2)) - (E_(1))/(n^(2))) = (1)/(4) = constant`

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In hydrogen and hydrogen-like atom , the ratio of `E_(4 n) - E_(2 n) and E_(2 n) - E_(n)` varies with atomic nimber `z` and principal quantum number`n` asA. `(z^(2))/(n^(2))`B. `(z^(4))/(n^(4))`C. `(z)/(n)`D. none of these

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