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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (4.1/410.43+x/410.43)/((4.1+x)/410.43/1.44+5)=0.003
    (x-52.17)/x=5%
    (4.1/410.43+x/410.43)/((4.1+x)/410.43/1.44+5)=0.003
    (x-54.37)/x=5%
    (x*0.9)-150-((x*0.9)-150)*(0.05+0.018)
    (41.183+x)×1.75=41.183+75.166-x
    (41.183+x)×1.95=41.183+74.666-x
    (41.183+x)×1.75=41.183+74.666-x
    81.900431-9136-667.23+88.98 = y
    ((12999.44+x)-15000-2001.69)x0.03 = x-9136-667.23+88.98
    59*((1-(1+x)^-5)/x)+(1250+59)*(1+x)^-5=1000
    (41.183+x)×1.75=41.183+75.166-x
    50*((1-(1+x)^-2)/x)=1000
    50*((1-(1+x)^-2)/x)=1000
    50*((1-(1+x)^-2)/x)=1000
    5*(1-(1+x)^-2)/x=100
    81.900431-(y-88.98)-667.23=9136
    x-((((12999.44+x)-15000-2001.69)x0.03)-88.98)-667.23=9136
    x^3-20x-25=0
    x^3-18x-25=0

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