Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (x^2)*(ln((1.994*(10^-5))*0.762)/((1.626*(10^-5))*x)=((1-x)^2)*((ln(0.00001994*0.238))/(0.0001484*(1-x)))
    -0.06788*(x^2)-(x^2)lnx=(1-(x^2))*(-1.1401-(ln(1-x))
    (x^2)*(ln((1.994*(10^-5))*0.762)/((1.626*(10^-5))*x)=((1-(x^2))*((ln(0.00001994*0.238))/(0.0001484*(1-x)))
    x+4.39%x=1841000
    0.0439x=1841000
    4.39%x=1841000
    -0.0678x^2-x^2lnx = (1-x^2)(-1.1401-ln(1-x))
    -0.0678x-xlnx=(1-x^2)(-1.1401-ln(1-x))
    15.6^2=(16x)^2+(9x)^2
    15.6^2=(16x)^2+(10x)^2
    16^2=(16x)^2+(10x)^2
    15.3^2=(16x)^2+(10x)^2
    15.3*15.3=16x*16x+10x*10x
    x+0.7x=1042
    sinx=1
    tan12.51/tan27=(x-sinx)/(x+sinx)
    tan12.51/tan27=(x-sinx)/(x+sinx)
    x-sinx=0.43(x+sinx)
    x-sinx=0.43(x+sinx)
    x-sinx=0.43x+0.43sinx

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