(根号下2000×2001×2002×2003+1)-2001²
=√[2001×2002×(2001-1)×(2002+1)+1]-2001²
=√[2001×2002×(2001×2002-2002+2001-1)+1]-2001²
=√[2001×2002×(2001×2002-2)+1]-2001²
=√[(2001×2002)²-2×(2001×2002)+1]-2001²
=√(2001×2002-1)²-2001²
=2001×2002-1-2001²
=2001X(2002-2001)-1
=2000
选择B