given series
∞
= Σ 3n2 + n - 2n!
n=1
= Σ3n(n-1)! + Σ1(n-1)! - Σ2n!
=6e +e - 2e
= 5e
find the sum
2/1! + 12/2! + 28/3! + 50/4! + 78/5! ............................
given series
∞
= Σ 3n2 + n - 2n!
n=1
= Σ3n(n-1)! + Σ1(n-1)! - Σ2n!
=6e +e - 2e
= 5e
anybody please explain me the proof to special theory of relativity in respect to light.....