If α, β ≠ 0, and f(n) = α^n + β^n and |(3, 1 + f(1), 1 + f(2)), (1 + f(1), 1 + f(2), 1 + f(3)), (1 + f(2), 1 + f(3), 1 + f

If α, β ≠ 0, and f(n) = αⁿ + βⁿ and |(3, 1 + f(1), 1 + f(2)), (1 + f(1), 1 + f(2), 1 + f(3)), (1 + f(2), 1 + f(3), 1 + f(4))| = k(1 - α)²(1 - β)²(α - β)², then K is equal to

(A) 1

(B) -1

(D) 1/αβ

If α, β ≠ 0, and f(n) = α^n + β^n and |(3, 1 + f(1), 1 + f(2)), (1 + f(1), 1 + f(2), 1 + f(3)), (1 + f(2), 1 + f(3), 1 + f(4))|

Please log in or register to add a comment.

1 Answer

Please log in or register to add a comment.

Find MCQs & Mock Test

Related questions

Categories