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find-the-value-of-2-1-4-2-6-3-200-100-




Question Number 155802 by cortano last updated on 05/Oct/21
 find the value of    2×1!+4×2!+6×3!+...+200×100!
findthevalueof2×1!+4×2!+6×3!++200×100!
Answered by talminator2856791 last updated on 05/Oct/21
 use the information in the post    above this post Q.155803:   Σ_(k=1) ^n k×k! = (n+1)!−1    2×1!+4×2!+.....+200×100!   = 2(1+1!+2×2!+.....+100×100!)    = 2Σ_(k=1) ^(100) k×k!   = 2((100+1)!−1)   = determinant (((2×101!−2)))
usetheinformationinthepostabovethispostQ.155803:nk=1k×k!=(n+1)!12×1!+4×2!+..+200×100!=2(1+1!+2×2!+..+100×100!)=2100k=1k×k!=2((100+1)!1)=2×101!2

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