(1)[1/1×2+
1
2×3+…+
1
10×11],
=1-[1/2]+[1/2]-[1/3]+…+[1/10]-[1/11],
=1-[1/11],
=[10/11];
(2)[1/1×3+
1
3×5+…+
1
11×13]+[n/13]=-1,
[1/2]×( 1-[1/3])+[1/2]×([1/3]-[1/5])+…+[1/2]×([1/11]-[1/13])+[n/13]=-1,
[1/2]-[1/2]×[1/13]+[n/13]=-1,
13-1+2n=-26,
n=-19.
故n的值为19.