Homework Statement
I have a finite sequence Z=(z1,...,zn). The Cesaro sum of Z is \frac{(B1+B2+...+Bn)}{n}
BC=z1+z2+...zC (1\leqC\leqn)
Lets say the problem asks "The Cesaro sum of the 99th term sequence of (z1,...,z99) is 2000, what is the Cesaro sum of the 100 term sequence (1, z1,...,z99)...