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Let (1 + x + x2 ) 2014 = a0 + a1x + a2x2 + a3x3 + ..... + a4028x 4028, and let 

A = a0 – a3 + a6 – .... + a4026,

B = a1– a4 + a7 – ....... – a4027,

C = a2 – a5 + a8 – .... + a4028,

Then -

(A)   |A| = |B| > |C|

(B)   |A| = |B| < |C| 

(C)   |A| = |C| > |B|

(D)   |A| = |C| < |B| 

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Correct option  (D)  |A| = |C| < |B|

Explanation:

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