原式=(2/1*3+2/3*5+..+2/99*101)/2
=((3-1)/1*3+(5-3)/3*5+...+(101-99)/99*101)/2
=(1/1-1/3+1/3-1/5+...+1/99-1/101)/2
=(1-1/101)/2
=50/101
原式=(2/1*3+2/3*5+..+2/99*101)/2
=((3-1)/1*3+(5-3)/3*5+...+(101-99)/99*101)/2
=(1/1-1/3+1/3-1/5+...+1/99-1/101)/2
=(1-1/101)/2
=50/101