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Answer variants:
α+βαβ
9αβ3(α+β)+1
α2+β22+2αβ3αβ
9αβ+3(α+β)1
α2+β222αβ3αβ
α+βαβ2
Write each of the following expressions in terms of \alpha + \beta and \alpha \beta.
 
(i) \frac{\alpha}{3 \beta} + \frac{\beta}{3 \alpha} =
 
(ii) \frac{1}{\alpha^2 \beta} + \frac{1}{\beta^2 \alpha} =
 
(iii) (3 \alpha - 1)(3 \beta - 1) =