Let N=αααααα be a 6 digit number (all digits repeated) and N is – InterviewSolution

1.	Let N=αααααα be a 6 digit number (all digits repeated) and N is divisible by 924 and let α,β be the roots of the equation x2−11x+λ=0. If the products of all possible values of λ is 168k, then value of k is
Answer» Let $N = α α α α α α$ be a $6$ digit number (all digits repeated) and $N$ is divisible by $924$ and let $α, β$ be the roots of the equation $x^{2} - 11 x + λ = 0$ . If the products of all possible values of $λ$ is $168 k$ , then value of $k$ is

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