Determine k so that (3k - 2), (4k - 6) and (k + 2) are three consecutive terms of an AP.

Since, the terms are in an AP, therefore

(4k - 6) - (3k - 2) = (k + 2) - (4k - 6)


k - 4 = - 3k + 8


4k = 12


k = 3


k = 3


1