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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    11.98x^3+84.51x^2+50.15x-474.81=0
    x+1/x-1-4/x²-1=1
    (209+x)/(524+x)=0.5
    45Y+60*(8-Y)=400
    4000/x-2=4000/(1.25x)
    x²+1120-10000=0
    12.21c=(3.2+c)×7.92
    ln(1+x)
    300x-3x=280+150x
    2lg(2/(x√((x^2+1)(0.25x^2+1))))=-lg(5.8)
    2√(5.9049x^2+1)/(x√((x^2+1)(0.25x^2+1)(0.1024x^2+1))=1
    2lg(2/(x√((x^2+1)(0.25x^2+1))))=-lg(7.6)
    2lg(2/(x√((x^2+1)(0.25x^2+1))))=-lg(4.6)
    2√(4.0804x^2+1)/(x√((x^2+1)(0.25x^2+1)(0.1936x^2+1))=1
    2lg(2/(x√(x^2+1)(0.25x^2+1)))=-lg(4.6)
    (857+X)/(3747+X)=23.79%
    x√((x^2+1)(0.25x^2+1))=2
    1.5x+x+{(1.5x+x)/2-280}=5000
    3.8207=((24.1*0.449(x+0.1))/(1+0.449(x+0.1))*((100-9.66-1.06)/100)*(1/(1+0.31*1.06)+((2.86(x+0.1))/(1.36*0.101325))
    (260*63-x)*0.95=13563.15

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