2. Find the directions in space where the angular probability density in a hydrogen atom has maxima and minima for an el
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2. Find the directions in space where the angular probability density in a hydrogen atom has maxima and minima for an el
2. Find the directions in space where the angular probability density in a hydrogen atom has maxima and minima for an electron with n = 5,1 = 2, mı = 0. -
TABLE 7.1 Some Hydrogen Atom Wave Functions 1 m R(r) 2 (0) Φ(Φ) 1 0 0 е /ао 21 SI-SI- 2 0 0 (20)*7 (2-3). 3/2 e-7/200 do 27 1. 2 1 0 r - /200 e V3(2a.)3/2 20 (。 3 cose do NI 27 2 1 e-7/220 +1 3 sin e ti F2 √20 1 3 0 0 e-7/30 (30,957 ( 1 2723) 15 27 ܐܟ 0 e-r/bao V V 2 cos e 2x 13(2a,)3/2 a 2 2r 2r2 + Зао 8 9/2(340)/2 (a ба S8 2 ao 6a7 2 -1/320 27/10(30)3/20 4 -r/300 27/10(32.)3/2 a r -1/30 V3 sin e 3 1 +1 วิ( ) 9/2130,537 ( I Z till √2r 3 2 0 e Vic3 cos? 0-1) V21 ܟ tie 3 2 2 е 27 #1 +2 15 FV sin cos e 15 sin e 4 12 +21 27 3 4 е -1/320 27/10(30)3/2 a 2