Câu1
( x-7/4)+( x-6/3)+( x-5/2)+( x+81/7)=0
Câu2
( 1/1×101)+( 1/2×102)+( 1/3×103)+(1/10×11×X=(1/1×11)+(1/2×12)+...+(1/100×110)
Câu3
( x-1/2013)+( x-2/2012)+( x-3/2011)+...+( x-2012/2) =2012
tính :
A = 1 + (- 2) + (- 3) + 4 + 5 + (- 6) + (- 7) + 8 + . . . + 99 - 100 -101 + 102 + 103
tính tổng:
1+2+3-4-5-6+7+8+9-10-11-12+.....+97+98+99-100-101-102
E=7/3x4 - 9/4x5 + 11/5x6 - 13/6x7 + 15/7x8 - 17/8x9 + 19/9x10
tính A=7/3x4 - 9/4x5 + 11/5x6 - 13/6x7 + 15/7x8 - 17/8x9 + 19/9x10
1. So sánh:
1/101^2+1/102^2+1/103^2+1/104^2+1/105^2 Với 1/(2^2*3*5^2*7)
Chứng minh B=1/101+/102+1/103+......+1/199+1/200>7/12
Cho A=1/101+1/102+1/103+...+1/200
Chứng minh A>7/12
So sánh \(\frac{1}{101^2}+\frac{1}{102^2}+\frac{1}{103^2}+\frac{1}{104^2}+\frac{1}{105^2}\) với \(\frac{1}{2^2×3×5^2×7}\)