A quantum-mechanical treatment of the hydrogen atom shows that the electron in the atom can be treated as a smeared-out distribution of negative charge of the form P(r)=-poe 2 Here, r represents the distance from the centre of the nucleus and a represents the first Bohr radius which has a numerical value of 0.0529 nm. Calculate the electric field at any distance r from the nucleus. A. B. C. D. ke r a ke √(1-1 (1-0)-20² 2e-2r/a )) -(1-0)-2-(+)] 40 / (1 - 0²16) - 20² 2e-2ria a a

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Problem 2.
A quantum-mechanical treatment of the hydrogen atom shows that the electron in the atom
p(r) = -pe-2¹/a
can be treated as a smeared-out distribution of negative charge of the form
Here, r represents the distance from the centre of the nucleus and a represents the first Bohr
radius which has a numerical value of 0.0529 nm. Calculate the electric field at any distance
r from the nucleus.
A.
C.
D.
ke
ke
r
4+3)
(1-1 (1-0²-)).
(-)-(:))
-2e-2r/a
ke
[--- ~~(:)]
Transcribed Image Text:Problem 2. A quantum-mechanical treatment of the hydrogen atom shows that the electron in the atom p(r) = -pe-2¹/a can be treated as a smeared-out distribution of negative charge of the form Here, r represents the distance from the centre of the nucleus and a represents the first Bohr radius which has a numerical value of 0.0529 nm. Calculate the electric field at any distance r from the nucleus. A. C. D. ke ke r 4+3) (1-1 (1-0²-)). (-)-(:)) -2e-2r/a ke [--- ~~(:)]
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