Question

Estimating series:

Answer 1

\[\sum_{1}^{\infty}1\div(2n+1)^{6}\] correct to 5 decimal places. Show steps plz- ty

Answer 2

my idea is to take partial sums up to some point; say 4th or 5th; then average the integrations of the remainders

Answer 3

so s(sub 5)= some values, then wat

Answer 4

\[S=S_n+R\]

\[2R = (S_n \to S_{inf})+(S_{n+1}\to S_{inf})\]