First order: Ca Cb = i ħ 2 ħ H'aa Hae wot ba ca (t) cb (t) = 1 = 6 Hba (t')eiwot' dt' - ħ 0 Haa (t') dt'

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how did we find ca(t) and cb(t)? please explain in detail 

First order:
сь
-
ħ
2
ħ
Haa
H'ba
iwot
Ca(t)
cb (t)
-
1
ħ
ħ
•t
Haa (t') dt'
Ha (t')eiwot' dt'
ba
Transcribed Image Text:First order: сь - ħ 2 ħ Haa H'ba iwot Ca(t) cb (t) - 1 ħ ħ •t Haa (t') dt' Ha (t')eiwot' dt' ba
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