Given S1=k∑n=02n+3(n+1)2(n+2)2 and S2=k∑n=124n2−1If S1−S2=3633 – InterviewSolution

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1.	Given S1=k∑n=02n+3(n+1)2(n+2)2 and S2=k∑n=124n2−1If S1−S2=36337×400, then k=
Answer» Given $S_{1} = k \sum n = 0 \frac{2 n + 3}{(n + 1)^{2} (n + 2)^{2}}$ and $S_{2} = k \sum n = 1 \frac{2}{4 n^{2} - 1}$ If $S_{1} - S_{2} = \frac{363}{37 \times 400},$ then $k =$

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