Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
     0.06811x=ln(x/4.024)
    0.0068x=ln(x/4.012)
    1.432=0.0184X^2-0.0831X+1.4246
    1/(2∧x+1)
    x²+750²=(x+300)²
    2×2+x(4-x)=0
    (a^2+8*a+16)/36=64-64*a+16*a^2+(16*a^2+128a+256)/(4*a^2+4*a^3+a^4)
    0.01377=(-0.07226)*x^(-0.07499)+x^(-0.07499)+7-8(1-0.01079)*x^(-0.01895)
    lnx/2-x
    (x-29)(x-36)=18
    x^3-9*x+1=0
    0.00404=((2.07×10^-15)/(4*3.14*x^2))*(ln(x/(53*10^-10)+0.12)
    0.00404=((2.07×10^-15)/(4*3.14*x^2))*(ln(x/53)+0.12)
    0.00404=((2.07×10^-5)/(4*3.14*x^2))*(ln(x/53)+0.12)
    0.00404=((2.07×10^-5)/(4*3.14*x^2))*((ln(x/(53*10^-10))+0.12)
    0.00404=((2.07×10^-5)/(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^-6)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×10^-3)/(4*3.14*x^2))*((ln(x/53)+0.12)
    0.00404=((2.07×1000000000)/(4*3.14*x^2))*((ln(x/53)+0.12)

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