原式=1/2(1/a-1/b)+1/2[1/(a+2)-1/(b+2)].
=1/2[1/a-1/b+1/(a+2)-1/(b+2)...+1/(a+100)-1/(b+100)
=1/2[1/a-1/(b+100)]
=1/2[1-1/103]
=51/103
下面那个横线:1/k[1/n-1/(n+k)]
k有意义
原式=1/2(1/a-1/b)+1/2[1/(a+2)-1/(b+2)].
=1/2[1/a-1/b+1/(a+2)-1/(b+2)...+1/(a+100)-1/(b+100)
=1/2[1/a-1/(b+100)]
=1/2[1-1/103]
=51/103
下面那个横线:1/k[1/n-1/(n+k)]
k有意义