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The most probable radius (in pm) for fin...

The most probable radius (in pm) for finding the electron in `He^(+)` is.

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Assertion : The energy of an electron is mainly determined by principal quantum number. Reason : The principal quantum number is the measure of the most probable distance of finding the electron around the nucleus.

(A) : The energy of electrons is largely determined by its principal quantum number. (R) : The principal quantum number is a measure of most probable distance of finding the electron around the nucleus

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The probability of finding electrons in de orbital is:

For an electron in a hydrogen atom , the wave function Phi is proportional to e^(-r/a(0)) where a_(0) is the Bohr's radius What is the radio of the probability of finding the electron at the nucleus to the probability of finding at a_(0) ?