1978×1979+1979×19801+2+3+…+1978+1979+1978+1977+…+3+2+1=_.
问题描述:
=______. 1978×1979+1979×1980 1+2+3+…+1978+1979+1978+1977+…+3+2+1
答
1978×1979+1979×1980 1+2+3+…+1978+1979+1978+1977+…+3+2+1
=
1979×(1978+1980) (1+1978)×1978÷2×2+1979
=
1979×3958 1979×1978+1979
=
3958 1979
=2.