Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.10073*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*1.04*x*1.31953) = 0
    0.06866*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*1.03*x*1.25893) = 0
    0.04358*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*1.02*x*1.20261) = 0
    0.02478*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*1.01*x*1.15013) = 0
    0.00359*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*0.99*x*1.05526) = 0
    0.00566*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*0.96*x*0.93371) = 0
    0.01384*x^2-2989.657-14.2367*exp(-0.00048398*1.414/2*0.95*x*0.89779) = 0
    0.14061*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.38494) = 0
    0.10073*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.31953) = 0
    0.06866*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.25893) = 0
    0.04358*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.20261) = 0
    0.02478*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.15013) = 0
    0.00359*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.05526) = 0
    0.0018129*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.01223) = 0
    0.0099428*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*0.97179) = 0
    0.00566*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*0.93371) = 0
    0.01384*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*0.89779) = 0
    0.01163*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.10113) = 0
    -0.10333*x^2-2989.657-14.2367*exp(-0.00048398*1.414*x*1.10113)=0
    (x^2+(2x)^2)/2

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