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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.00404=((2.07×1000000)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×10)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×1000000)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×10000)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×1000)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×10^(−15))/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×10^−15)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×10^−15)/(4*3.14*x^2))*(ln(x/53)
    0.00404=((2.07*1000)/(4*3.14*x^2))*(ln(x/53)
    x^3-6x^2+5x+5=0
    2x=x+x
    2x+1=x+2x
    15%m=102
    (x-29)(x-36)=18
    (x-29)(x-36)=16
    (x-9)(x-6)=13
    15%=120/102+x
    (x-19)(x-16)=13
    (x-19)(x-16)=11
    (x-19)(x-16)=12

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