1,2^2+4^2+……+ (n-1)^2=4(1^2+……+[(n-1)/2]^2)=(n-1)(n+1)n/6
2,1^2+3^2+…… +n^2=n(n+1)(2n+1)/6-(n-1)(n+1)n/6=n(n+1)(n+2)/6
故原式=(21-1)×(21+1)×21÷6-(21+1)×(21+2)×21÷6
=-231
=(1+2)(1-2)+3²......
=-3+3²-4²....
=-3+(3+4)(3-4)+5²...
依此类推
=-(1+2+3+....20)+21²
=274
无法正常回答