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Question

The first orbital of H is represented by: Ψ=1π[1a0]3/2er/a0, where a0 is Bohr orbit. The probability of finding the electron at a distance 'r' from the nucleus is:
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A
Ψ=Ψ2dr
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B
Ψ24πr2dr
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C
Ψ24πr2dr
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D
Ψdv
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Solution

The correct option is C Ψ24πr2dr
As probability density is Ψ2, to calculate probability at a distance of r from nucleus, consider a shell of thickness dr at a distance of r, volume of shell is 4πr2dr. So, total probability is Ψ24πr2dr.

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