Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    3.4533=((28.02*0.639(x+0.1))/(1+0.639(x+0.1))*((100-6.66-1.14)/100)*(1/(1+0.31*1.14)+((0.76(x+0.1))/(1.3*0.101325))
    (17.3-x)(10+x)=173
    (17.3-x)(10+x)=100
    x-467422/x^2+20.68=0
    x-904201.6/x^2=9.498
    x-544449.3/x^2=8.334
    x-544449.3/x^2=65.75
    x-544449.3/x^2=-27.63
    x-544449.3/x^2=29.33
    x-544449.3/x^2=-96.92
    x-544449.3/x^2=-96.92
    3.7859=((28.02*0.639(x+0.1))/(1+0.639(x+0.1))*((100-6.66-1.14)/100)*(1/(1+0.31*1.14)+((0.76(x+0.1))/(1.3*0.101325))
    (128.5+247)/31*x+241.5/31*(x+15)+124/31(x+30)=1623
    (265+247)/31*x+241.5/31*(x+15)+124/31(x+30)=1623
    12.17c=(3.5+c)×7.98
    (128.5+209.5)/31*x+217/31*(x+15)+124/31(x+30)=1623
    (124+315)/31*x+212/31*(x+15)+93/31(x+30)=1256
    (166.5+273.5)/31*x+217/31*(x+15)+93/31(x+30)=1312
    0.035 =-(1/x)ln(1-x)-1
    0.035=(-1/x)ln(1-x)-1

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