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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (630+630+X)/2*2300=1630
    (34100*20+232559.5)*((1+x)^-20) = (50000*((1+x)^5-1)/x)*(1+x)^22
    (86800*20+591969)*((1+x)^-20) = (50000*((1+x)^15-1)/x)*(1+x)^12
    (630+X)/2*2300=1630
    (630+X)/2*2300=1630
    (62750*20+427950)*((1+x)^-20) = (50000*((1+x)^10-1)/x)*(1+x)^17
    (62750*20+427950)*((1+x)^-20) = (50000*((1+x)^10-1)/x)*(1+x)^17
    (59823*20+348360)*((1+x)^-20) = (50000*((1+x)^10-1)/x)*(1+x)^17
    x^-3/2
    0.2264339*x^(5/3)+0.0061125*x=921600
    0.2264339*x^(5/3)+6.1125*x=921600
    150(1-X)=140
    (3/2)*x=4/x^2
    (x-4)^2+5=30
    58000=(50-25)×x-50000
    58000=(50-25)×3600-x
    (x/46063024.68)^(1/3)-1=0.2
    (92815*20)*((1+x)^-20) = (100000*((1+x)^10-1)/x)*(1+x)^15
    x²-4sqrt(2)x+16
    100X-(x*0.13-5)*0.12*100-(580+40*100)=0

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