(1-1/2x2)(1-1/3x3).(1-1/100x100)

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(1-1/2x2)(1-1/3x3).(1-1/100x100)
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(1-1/2x2)(1-1/3x3).(1-1/100x100)
(1-1/2x2)(1-1/3x3).(1-1/100x100)

(1-1/2x2)(1-1/3x3).(1-1/100x100)
(1-1/2*2)(1-1/3*3).(1-1/100*100)
=(1-1/2)*(1+1/2)(1-1/3)*(1+1/3).(1-1/100)(1+1/100)
=(1/2)*(3/2)*(2/3)(4/3).(99/100)*(101/100)
=(1/2)*(101/100)
=101/200

用初等行变换来解下列线性方程组(1)2x1-x2+3x3=3 3x1+x2-5x3=0 4x1-x2+x3=3 x1+3x2-13x3=-6(2) x1-2x2+x3+x4=1 x1-2x2+x3-x4=-1 x1-2x2+x3-5x4=5(3) x1-x2+x3-x4=1 x1-x2-x3+x4=0 x1-x2-2x3+2x4=-1/2 若 x2-3x+1=0,求(2x2×x3-5x2×x2+2 x3-8x2 )÷(x2+1 )的值 因式分解(1+x+x2+x3)2-x3 1.证明(8-7x-6x2+x3)+(x3+5x2+4x-1)-(-x2-3x+2x3-3)的值与x无关.快, X2/X1(X1+X2)+X3/(X1+X2)(X1+X2+X3)+.Xn/(x1+x2+...Xn-1)(X1+X2...+Xn) 用基础解系表示线性方程组的全部解(1)【2x1-x2+x3-2x4=1 】(2) 【x1-2x2+x3=-5】 (3) 【x1-x2-x3+x4=0】【-x1+x2+2x3+x4=0 】 【x1+5x2-7x3=2】 【x1-x2+x3-3x4=1】【x1-x2-2x3+2x4=-0.5 】 【3x1+x2-5x3=-8】 【x1-x2-2x 已知x1,x2,x3∈(0,+∞),且x1+x2+x3=1.求证x1^2/(x1+x2)+x2^2/(x2+x3)+x3^2/(x3+x1)≥1/2 已知1,2,3,x1,x2,x3 的平均数是4,那么x1+x2+x3的值是( ) 判断下列非齐次线性方程组是否有解,有解时,求其一般解(1)2x1+3x2-2x3=1 x1-x2+3x3=1 5x1+3x2-x3=3 (2) 3x1+x2+4x3-3x4=2 2x1-3x2+x3-5x4=1 5x1+10x2+2x3-x4=21大哥, 下面方程有无穷多解:则λ=() x1+2x2-x3=λ-1 3x2-x3=λ-2 λx2-x3=(λ-3)(λ-4)+(λ-2)x1+2x2-x3=λ-1 3x2-x3=λ-2 λx2-x3=(λ-3)(λ-4)+(λ-2) 已知X1+x2+X2+...+Xn=1,证明不等式:X1^2/(X1+X2)+X2^2/(X2+X3)+X3^2/(X3+X4)+.+Xn^2/(Xn+X1)>=1/2X1、X2、X3、...、Xn是正数 λ为何值时,其次线性方程组有解λx1+11x2+(λ+1)x3=0 x1-(λ-8)x2+2x3=0 2x1+14x2+(λ+3)x3=0λx1+11x2+(λ+1)x3=0x1-(λ-8)x2+2x3=02x1+14x2+(λ+3)x3=0 求下列线性方程组的解(1)x1+2x2+x3=6,x2+4x3=6,4x2+x3=9(2)x1+x2+x3=5,2x1+3x2+x3=9,x2+4x3=9 需要具体的解答方程式 计算(x3+x2+x+2)/(x2+1) 解方程组 X1-X2-4X3=-1 X2+X3=2 X1+X2-2X3=3线性代数 2x3+3x2-4x-1 6,若点A(x1,1),B(x2,2),C(x3,-3)在双曲线上,则( ) A,x1>x2>x3 B,x1>x3>x2 C,x3>x2>x1 试用克拉默法则求下列线性方程组的解 x1+x3=1;2x1+2x2+3x3=3;x2+x3=-1x1+x3=12x1+2x2+3x3=3x2+x3=-1