a) 10101010 . (– 104104) = – (10101010 . 104104) = – (1010+41010+4) = – 10141014.
a) 10101010 . (– 104104) = – (10101010 . 104104) = – (1010+41010+4) = – 10141014.
Tính:
a) 1010 . (– 104),
b) (– 2) . (– 2) . (– 2) . (– 2) . (– 2) + 25;
c) (– 3) . (– 3) . (– 3) . (– 3) – 34.
g)18 . (-24) + 35 . 42 -18 . 76 + 35 . (-142)
h) 104 : (-13) - [ 56 - 220 : ( -4 )]
i)1010: {2500:[ 550 - (4 . 53 - 23 . 25) ]}
j) (72 + 32 . 42 )+(-145 ) + 45 -20230 + 12023
1. 1-5-10-15-...-2010
2. 2-4+6-8+...-108
3. 1+2+3-4-5+6+7-...+102+103-104
4. 1/2+1/6+1/12+...+1/1010
1. 1-5-10-15-...-2010
2. 2-4+6-8+...-108
3. 1+2+3-4-5+6+7-...+102+103-104
4. 1/2+1/6+1/12+...+1/1010
Thực hiện phép tính:
a, A=1/2+1/14+1/35+1/65+1/104+1/152+1/209
b, 1010/1008.8-994-1.2.3+2.4.6+3.6.9+5.10.15/1.3.6+2.6.12+3.9.18+5.10.30
c, 1/1.2.3+1/2.3.4+1/3.4.5+...+1/10.11.12
Rút gọn S=1011+10102+10103+10104+...+10101011
1, Cho An= (-1)+2-3+4-...+(-1)^n.n
Chứng tỏ A17+A33+A50=(-1)
2, tính S = (-1010)-1010^2-1010^3-...-1010^1011
Tính B = \(\frac{1010+1007+\frac{2017}{113}+\frac{2017}{117}-\frac{1010}{119}-\frac{1007}{119}}{1010+1008+\frac{2018}{113}+\frac{2018}{117}-\frac{1010}{119}-\frac{1008}{119}}\)
So sánh: 1000+1010/2015+2016 và B=1000/2015+1010/2016