If k + 2, 4k–6, 3k–2 are the three consecutive terms of an A.P, then the value of k is
From AP, it is clear that
(4k-6)-(k + 2) = (3k-2)-(4k-6)
3k-8 = -k + 4
4k = 12 or k = 3.
So the correct choice is B.
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