原式=1+1/2+1/3*[(1+2)*2/2]+1/4*[(1+3)*3/2]+1/5*[(1+4)*4/2]+……+1/60*[(1+59)*59/2]
=1+1/2+2/2+3/2+4/2+5/2+……+59/2
=1+1/2*[(1+59)*59/2]
=1+15*59
=1+15*(60-1)
=900-15+1
=668
原式=1+1/2+1/3*[(1+2)*2/2]+1/4*[(1+3)*3/2]+1/5*[(1+4)*4/2]+……+1/60*[(1+59)*59/2]
=1+1/2+2/2+3/2+4/2+5/2+……+59/2
=1+1/2*[(1+59)*59/2]
=1+15*59
=1+15*(60-1)
=900-15+1
=668