1^2+2^2+3^2…+50^2 26^2+27^2+28^2…+50^2

2025-02-26 11:50:13
推荐回答(1个)
回答1:

1^2+2^2+3^2…+50^2
=50×(50+1)×(2×50+1)/6
=50×51×101/6
=42925

26^2+27^2+28^2…+50^2
=50×(50+1)×(2×50+1)/6-26×(26+1)×(2×26+1)/6
=50×51×101/6-26×27×53/6
=42925-6201
=36724