Question

The wave function for the 1s orbital of a hydrogen atom is given by: Ψ1s=π√2e(−ra0) where, a0 = Radius of first Bohr's orbit r = Distance from the nucleus (probability of finding the electron varies with respect to it) What will be the ratio of probabilities of finding the electron at the nucleus to the first Bohr's orbit at r=a0?ee21e2Zero

Solution

The correct option is D ZeroFor a 1s or for that matter, any orbital electron, the probability of finding the electron at the nucleus is zero. Therefore, the ratio of probabilities of finding the electron at the nucleus to the first Bohr's orbit a0 is zero since probability is zero at the nucleus.

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