If 2k + 1, 13, 5k — 3 are three consecutive terms of A.P., then k = ……….
If 2k + 1, 13, 5k — 3 are three consecutive terms of A.P., then,
⇒ 13 – (2k + 1) = (5k – 3 ) – 13 …..(common difference)
⇒ 12 – 2k = 5k – 16
⇒ 28 = 7k
⇒ k = 4
∴ correct option is (c).
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