the probability function P(r) associated from the radial wave function for an electron in excited Hydrogen (2p state…n = 2) is given by: P(r) = (r4e-r/r1)/(24 r15)…where r1 = 0.53*10-10 m (Bohr radius) i) Determine the three critical points associated with this radial probability function by evaluating DP/dr = 0 ii) Regarding maxima and minima, deduce the most probable and least probable location of the electron in this state. Interpret each critical point as it pertains to the Bohr atomic structure and compare any results (or interpretations) to the Bohr theory for the n = 2 quantum state.
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