Ler s1s2... S101 be consecutive terms
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Let S1,S2,.....,S101S1,S2,.....,S101 be consecutive terms of an A.P. If 1S1S2+1S2S3+.....+1S100S101=161S1S2+1S2S3+.....+1S100S101=16 and S1+S101=50,S1+S101=50, then |S1−S101||S1−S101| is equal to...
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