The minimum value of where is :

MATHEMATICS · Single correct · CBSE · Mathematics · Sequences and Series · Sequences and Series

Problem

The minimum value of (A2+A+1)(B2+B+1)(C2+C+1)(D2+D+1)ABCD\frac{(A^2 + A + 1)(B^2 + B + 1)(C^2 + C + 1)(D^2 + D + 1)}{ABCD} where A,B,C,D>0A, B, C, D > 0 is : (a) 134\frac{1}{3^4} (b) 124\frac{1}{2^4} (c) 242^4 (d) 343^4

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