Mathematics

Mathematics

Problem

Let p(x)p(x) be the cubic polynomial 7x3−4x2+K7x^3 - 4x^2 + K . Suppose the three zeroes of p(x)p(x) form an arithmetic progression. Then the value of KK , is - (A) 421\frac{4}{21} (B) 16147\frac{16}{147} (C) −1289261\frac{-128}{9261} (D) 1281323\frac{128}{1323}

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