1.
`lim [1 / (2^2 - 1)] + [1 / (3^2 - 1)] + ... + [1 / (n^2 - 1)]`
`=lim1/2(1/1+1/2-1/(n+1))`
`=lim3/4-1/(2(+1))`
`=3/4`
2.
`lim [ 1 / (1.2) + 1/ (2.3) + 1/ (3.4) + ... + 1/ (n.(n + 1))]`
`=lim(1-1/2+1/2-1/3+1/2-1/4+...+1-(1)/(n+1))`
`=lim(1-1/(n+1))`
`=1`