计算:1+2+3+…+2002+2003+2002+…+3+2+1=_.
问题描述:
计算:1+2+3+…+2002+2003+2002+…+3+2+1=______.
答
1+2+3+…+2002+2003+2002+…+3+2+1
=(1+2002)×2002÷2×2+2003
=2003×2002+2003
=2003×(2002+1)
=20032.
故答案为:20032.