an electron in a hydrogen like species is in the excited state (n2). the wavelengths corresponding to a transition second orbit is 48.24nm and from same orbit, wavelength corresponding to a transition to third orbit is 142.46 nm. find n2 and Z(atomic number)

Dear ​Samiksha Jain,

1λ=RHZ2 [1n12-1n22]if n1 = 2; λ=48.24 nm    n2 = 3; λ=142.46 nm148.24=RHZ2 [14-1n22]----11142.46=RHZ2 [19-1n22]----2divide equation 1 by equation 2142.4648.24=n22-4n22-9×941.31 =n22-4n22-9; n2 = 5 place the value of n2 in euation 1RH = 109677 cm-1; λ= 48.24 ×10-7 cm148.24×10-7=109677 × Z2 [14-125]Z = 3n2 = 5 and Z = 3
Regards

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