A=(1+1/1x3)x(1+1/2x4)x(1+1/3x5)x...x(1+1/99x101)
A= (1+1/1x3)x(1+1/2x4)x(1+1/3x5)x...x(1+98/100)
tìm tích sau:
A=(1+1/1x3)x(1+1/2x4)x(1+1/3.5)x...x(1+1/99x101)
1/1x3 bằng 1 phần 1 nhân 3
Tính:(1+1/1x3)x(1+1/2x4)x....x(1+1/99x101)
câu 1: tính nhanh
A= 2^2/1x3 x 3^2/2x4 x 4^2 /3x5 x.....x 999^2/998x1000
câu 2: chứng minh
S= 1/101 + 1/102 + 1/103 +....+ 1/200 > 1/2
C=(1+1/1x3)x(1+1/2x4)x(1+1/3x5)............(1+1/2014x2016)
(1+1/1x3) x (1+1/2x4) x (1+1/3x5) x...x (1+1/99x101) x X = 100/101
Chứng minh : A = 1/1x3 + 1/2x4 + 1/3x5 + 1/4x6 + ... + 1/97x99 + 1/98x100 < 3/4
Tính tổng s
S=1/1x3+1/2x4+1/3x5+............+1/7x9+1/8x10