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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    x=(1.6*10^24)*e^(10*(x/(1.6*10^24)-1))
    x=(1.6*10^24)*e^(10*(x/(1.6*10^24)-1))
    1X(1-25%)X(1+25%)
    x+[-6.33*(1-x)^2+0.0033*x]*25=0.9613
    x+[-6.33*(1-x)^2+0.0093*x]*15=0.9530
    x+[-6.33*(1-x)^2+0.0142*x]*10=0.9488
    x+[-6.33*(1-x)^2+0.0171*x]*10=0.9449
    x+[-6.33*(1-x)^2+0.02*x]*15=0.9397
    x+[-6.33*(1-x)^2+0.0243*x]*25=0.9346
    x+[-6.33*(1-x)^2+0.0289*x]*25=0.9327
    x+[-6.33*(1-x)^2+0.0306*x]*25=0.9295
    x+[-6.33*(1-x)^2+0.0338*x]*25=0.9274
    x+[-6.33*(1-x)^2+0.0352*x]*25=0.91
    x+[-6.33*(1-x)^2+0.0364*x]*50=0
    x+[-0.0018*(1-x)^2+0.0093*x]*15=0.0716
    x+[-0.0018*(1-x)^2+0.0142*x]*10=0.0663
    x+[-0.0018*(1-x)^2+0.0171*x]*10=0.0619
    x+[-0.0018*(1-x)^2+0.02*x]*15=0.0567
    x+[-0.0018*(1-x)^2+0.0243*x]*25=0.0511
    x+[-0.0018*(1-x)^2+0.0289*x]*25=0.0475

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