Let α≠β, α2+3=5α and β2=5β−3. The quadratic equation whose r – InterviewSolution

1.	Let α≠β, α2+3=5α and β2=5β−3. The quadratic equation whose roots are αβ and βα will be:
Answer» Let $α \neq β$ , $α^{2} + 3 = 5 α$ and $β^{2} = 5 β - 3$ . The quadratic equation whose roots are $\frac{α}{β}$ and $\frac{β}{α}$ will be:

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