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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    1.537=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    1.030=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    0.629=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    0.386=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    0.220=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    0.138=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    0.093=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    1.641=(0.0448-3.32)/(1+X/1200)^0.965+3.32
    1.641=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    1.099=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    0.669=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    0.409=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    0.232=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    0.146=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    0.146(0.0458-3.56)/(1+X/1210)^0.965+3.56
    0.099=(0.0458-3.56)/(1+X/1210)^0.965+3.56
    11000=600/1+x+600/(1+x)^2+600/(1+x)^3+10000/(1+x)^3
    1.743=(0.0732-2.53)/(1+X/506)^1.13+2.53
    1.319=(0.0732-2.53)/(1+X/506)^1.13+2.53
    0.806=(0.0732-2.53)/(1+X/506)^1.13+2.53

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