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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    41528639.08-8031510.63-x+2934994.01=30603323
    41528639.08-8031510.63-x+2934994.01=29648219.92
    41528639.08-8031510.63-x+2934994.01=-30603323
    41528639.08-8031510.63-x+2934994.01=-2893805.45
    0.7=5*sqrt(x^2+2240x)-1.25x
    41528639.08-80315103.63-x+2934994.01=-2893805.45
    0.7=1000*sqrt(x^2/800+2.8x)-1.25x
    41528639.08-8031510363-x+2934994.01=-2893805.45
    41528639.08-8031510363-x+2934994.01=2893805.45
    0.7=1000*sqrt(x^2/800+2.8x)-2.65x
    2.65*x=1.25*sqrt(x^2/800+2.8x)
    2.65*x=1.25*sqrt(x^2+2240x)
    1400=2.5*sqrt(x^2+3200x)-3.8x
    x^6+1
    1400=2.5*sqrt(x^2+3200x)-1.4x-x/1600000
    10-2(10-2X)=8
    x/(x+1)=1%
    x/(x+1)=2%
    x/(x+1)=3.5%
    x/(x+1)=5%

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