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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    x^3+x^2-16*x+20=0
    x^6+0.92825*x^5+1.93082*x^4+1.20214*x^3+0.93935*x^2+0.30708*x+0.06891
    (0.083-0.971)/0.003=(x-0.971)/0.002437354
    1.95*1.95*1.95
    1.95^12-1
    -1898.6*x^2+115*x=10.45
    13.07*((2*x+7.07)/14.07-1)^2 = 2*(4-(2*x+7.07)/14.07)*(5-x)-(5-x)^2
    3x+4=0
    13.07*((2*x-7.07)/14.07-1)^2 = 2*(4-(2*x-7.07)/14.07)*(5-x)-(5-x)^2 x
    (0.032-0.983)/0.003=(x-0.983)/0.002437354
    13.07*((2*x-7.07)/14.07-1.65)^2 = 2*(4-(2*x-7.07)/14.07)*(5-x)-(5-x)^2 x
    (0.032-0.983)/(-0.003)=(x-0.983)/(-0.002437354)
    4x+5>7x-31
    (x-40)(75-x)=250
    5x^2+10x(2-5x)+(2-5x)^2=350
    (0.032-0.983)/-0.003=(x-0.983)/-0.002437354
    [3.4295(8+x)^2-12.017(8+x)+10.526](16/3+2x/3-1.5)=(13.16x^2+16.64x)(6.5+2x/3)
    x/96+x/90+x/96+x/80+x/90+x/80=1
    26.13645*((2*x-7.07)/14.07-1.65)^2=2*(4-(2*x-7.07)/14.07)*(5-x)-(5-x)^2
    x/96+x/90+x/80=1

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