题目内容
(1)计算:(1-2+3-4+5-6+…+999-1000)+2000;
(2)计算:(
)2.
(2)计算:(
| 1×2×4+2×4×8+…+n×2n×4n |
| 1×3×9+2×6×18+…+n×3n×9n |
(1)原式=-1×500+2000=-500+2000=1500;
(2)原式=[
]2=(
)2=
.
(2)原式=[
| 8(1+8+…+n3) |
| 27(1+8+…+n3) |
| 8 |
| 27 |
| 64 |
| 729 |
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