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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    y=(0.2645×0.199+0.2×0.2)÷(0.2645×0.382)
    (1+r/12)^12-1 = 10%
    y=(0.2645×0.128+0.2×0.704)÷(0.2645×0.657)
    y=(0.2645×0.070+0.2×0.508)÷(0.2645×0.513)
    y=(0.2645×0.082+0.2×0.659)÷(0.2645×0.585)
    y=(0.2645×0.116+0.2×0.897)÷(0.2645×0.796)
    y=(0.2645×0.116+0.2×0.897)÷(0.2645×0796)
    y=(0.2645×0.066+0.2×0.564)÷(0.2645×0.5)
    y=(0.2645×0.073+0.2×0.595)÷(0.2645×0.524)
    y=(0.2645×0.163+0.2×1.082)÷(0.2645×1.018)
    y=(0.2645×0.056+0.2×0.693)÷(0.2645×0.673)
    y=(0.2645×0.083+0.2×0.677)÷(0.2645×0.624)
    y=(0.2645×0.054+0.2×0.486)÷(0.2645×0.482)
    0.910=-0.0226*x*x+0.2672*x+0.1988
    0.8901=-0.0226*x*x+0.2672*x+0.1988
    y=-0.0226*5.912*5.912+0.2672*5.912+0.1988
    (1000/x)-(1000/(95+x)=190
    (1000/x)-(1000/95+x)=190
    0.9=-0.0226*x*x+0.2672*x+0.1988
    x(1-x)=0.0736

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