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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.005482=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/68.31))
    0.005482=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/68.31))
    0.005482=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/68.31))
    0.005482=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/6.831))
    0.005482=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/6.831))
    -x+2=0
    3x-4=0
    0.0228=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/9.133))
    -x+4=0
    -x-4=0
    0.0228=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/9.133))
    3x+2=0
    0.0228=((2.07*100000)/(4*3.1415926*x^2))*(ln(x/91.33))
    0.0228=((2.07*1000)/(4*3.1415926*x^2))*(ln(x/9.133))
    0.0228=((2.07*100000)/(4*3.14*x^2))*(ln(x/9.133))
    0.0228=((2.07*1000)/(4*3.14*x^2))*(ln(x/9.133))
    0.0228=((2.07*1000)/(4*3.14*x^2))*(ln(x/9.133))
    0.0228=((2.07*1000)/(4*3.14*x^2))*(ln(x/91.33)+0.5)
    -2*(-x)
    0.0228=((2.07*100000)/(4*3.14*x^2))*(ln(x/91.33)+0.5)

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