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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    x^2+x-2=0
    35+x-(560+x)*6%/4=70
    5/4x=135
    35+x-(560+x)x6%/4=70
    x/(6.25-x)/(3.125-x)*10^9=10^6*1.106
    x/(6.25-x)/(3.125*4-x)*10^9=10^6*1.106
    x/(6.25*4-x)/(3.125*4-x)*10^9=10^6*1.106
    x/(6.25*4-x)/(3.125*4*4-x)*10^9=10^6*1.106
    x/(6.25*4*4-x)/(3.125*4*4-x)*10^9=10^6*1.106
    x/(6.25*4*4-x)/(3.125*4*4*4-x)*10^9=10^6*1.106
    x/(6.25*4*4-x)/(3.125*4*4*4-x)*10^9=10^7
    x/(6.25*4*4-x)/(3.125*4*4-x)*10^9=10^7
    x/(6.25*4-x)/(3.125*4*4-x)*10^9=10^7
    x/(6.25*4-x)/(3.125*4-x)*10^9=10^7
    x/(6.25-x)/(3.125*4-x)*10^9=10^7
    x/(6.25-x)/(3.125-x)*10^9=10^7
    x/(6.25-x)/(3.125-x)*10^9=5.653*10^7
    x/(6.25-x)/(12.5-x)*10^9=5.653*10^7
    x/(25-x)/(12.5-x)*10^9=5.653*10^7
    x/(25-x)/(50-x)*10^9=5.653*10^7

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