2005-2004+2003-2002+2001……+3-2+1

问题描述:

2005-2004+2003-2002+2001……+3-2+1

就是1+1+1加下去共有1003个1,所以就是1003

2005-2004+2003-2002+2001……+3-2+1
=(2005-2004)+(2003-2002)+……+(3-2)+1
=1+1+1+……+1
=1002

2005-2004+2003-2002+2001……+3-2+1
=(2005-2004)+(2003-2002)+(2001-2000)+……+(3-2)+1
=1+1+...+1
=(2005-1)/2+1
=1002+1
=1003