Mathematics
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current location:Mathematical operation > History of Inequality Computation
    9x>(x+5)^2
    (6×k^2+4k+4)^2-4×(k^2+1)×(9k^2+6k+7)≥0
    5<6x-x^2
    (2*x-1)/(x+1)<=1
    (-x+sqrt(x*x-1/2))/2<2
    x/1.13+x/1.13^2+x/1.13^3+x/1.13^4+x/1.13^5+x/1.13^6+x/1.13^7+x/1.13^8+x/1.13^9<3700
    (-x-sqrt(x*x-1/2))/2>0
    (3-m-sqrt((m-3)^2-4m))/2>0
    2^(-x)<1
    1-2^(-1)>=0
    a^(3-a)>1
    (8-x^3)^(1/3)>x(7^(1/3))+2-2x
    x²-4x+4<0
    x²-4x-5<0
    ((-2x)^3+(3-2x)^3)^1/3>7^1/3x+3(1-x)
    (-x-1)^3+(2-x)^3>7
    x²+1>0
    x^2-2x-15<=0
    (x+1)/(x+1/8)<=10
    (x+1)/(x+1/8)<10

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