Find out first four terms 1x 3, 2x4, 3x5, 4x6
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Answer:
1x3+2x4+3x5+4x6+...+9999x10001+10000x10002
The nth term of this series can be written as;
T_n = n(n+2) = n^2+2n
If the sum of the series is S_n
S_n
= sum_(n=1)^10000n(n+2)
= sum_(n=1)^10000(2n)
= 1/6(2*10000^3+3*10000^2+10000)+1/2*10000*10001
= 3.334xx10^11
Therefore sum of the series is 3.334xx10^11
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