Question
Maths
Let α, β be the distinct roots of the equation \(x^2-\left(t^2-5 t+6\right) x+1=0, t \in R\) and \(a_n=\alpha^n+\beta^n .\) Then the minimum value of \(\frac{a_{2023}+a_{2025}}{a_{2024}}\)is:
Correct Answer:
C (–1/4)
C
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