Mathematics
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current location:Mathematical operation > History of Inequality Computation
    0.9x-1.64*(0.09x)^(1/2)-100>0
    -x3-3*x2+3*x+1>0
    (144-0.1x)×(90+0.1x)÷6-6x-1350>0
    x∧2+2x-8≥0
    6*k^2+(6sqrt2-9)*k+2>2-6*k^2
    1/x>-5
    (x-1)^2≤0.25
    ( n + 1 ) * ( 10 / 11 ) ^ n ≥ ( n + 2 ) * ( 10 / 11 ) ^ ( n + 1 )
    (n+1)(10/11)^n≥(n+2)(10/11)^(n+1)
    (n +1)×(10/11)n ≥(n +2)×(10/11)n+1
    x+2<4
    -3x+2<-13
    absx^2-5x+5<1
    8*x^2-100000-11*x>0
    8*x^2-100000-1.1*x>0
    0.8x^2-1.08x-10000>0
    3x+5(500-x)<=2100
    (x+1)^(-1/2)<(10-2x)^(-1/2)
    2^(x^2-x)<4
    log(2,(x-1))>0

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