The r-dependent wave function of hydrogen atom is given by the expressionR=( constant )3−2ra0+2r29a02exp⁡−r/3a0The above wave function depends on the quantum numbers

The r-dependent wave function of hydrogen atom is given by the expression $R = (constant) (3 - \frac{2 r}{a_{0}} + \frac{2 r^{2}}{9 a_{0}^{2}}) \exp (- r / 3 a_{0})$
The above wave function depends on the quantum numbers

A
n
B
$n$ and $l$
C
$n, l$ and $m$
D
$n, l, m$ and $s$

Solution:

The r-dependent wave function of hydrogen atom is given by the expression

$R = (constant) (3 - \frac{2 r}{a_{0}} + \frac{2 r^{2}}{9 a_{0}^{2}}) \exp (- r / 3 a_{0})$

The R-part of the wave function depends on the quantum number $n$ and $l$ .

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