1+3+6+10+....+45+55
1.10+2x9+3x8+....+8x3+9x2+10x1
\(\frac{1+3+6+10+...+45+55}{1\cdot10+2\cdot9+3\cdot8+...+3\cdot8+2\cdot9+1\cdot10}\)
10-1/9-2/10-3/11-4/12-...-2/10
1/45+1/50+1/55+1/60+...+1/90
Cho M =1/99+2/98+3/97+.........+99/1/1/2+1/3+1/4+.........+1/100 va N = 92-1/9-2/10-3/11-......-92/100/1/45+1/50+1/55+......+1/500. Tinhs M-2.N = ?
a) S=1+1/3+1/6+1/10+...+1/45. So sánh S với 2
b) A=1/101+1/102+1/103+...+1/199+1/200. Chứng tỏ rằng A lớn hơn 7/12
a) S=1+1/3+1/6+1/10+...+1/45. So sánh S với 2
b) A=1/101+1/102+1/103+...+1/199+1/200. Chứng tỏ rằng A lớn hơn 7/12
(92-1/9-2/10-3/11-...-92/100)/(1/45+1/50+1/55+...+1/500)
Tính các tổng sau:
1, S=1-2+3_4+..+25-26
2, S=1-3+5-7+...+49-51
3, S=-1+3-5+7-...-53+55
4, S=2-4+6-8+...+22-24
5, S=-2+4-6+8-...-26+28
6, S=2-5+8-11+...-29+32
7, S=-1+5-9-13-...-41-45
8, S=1-5+9-13+...++89-93
9, S=2-4+6-8+...+202-204
10, S=1-6=11-16+21-26+...+171-176
huhu giúp mình với ạ 2h chiều nay mình phải nộp r =(((
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